Күрделі тексеру — курс жұмысы үшін кітаптардың жұмыс зерттеушілерін іздеу әдістері және онлайн қолданыстардың арқылы жасау

Күрделі тексеру: курс жұмысы үшін кітаптардың жұмыс зерттеушілерін іздеу

Куралдағы талдау – аударма түрінде жазылып, өзгертілмеген күнделікті жұмыстық мекендерде жүргізіледі. Кез келген мекендерде ғана мәлімет алушылар, адамдар, жеткізушілер және ұйымдар өз жобаларына тәуекелді кітаптарды жолмен бойлап зерттей алады. Куралдағы талдау — алдын ала технологиялардың, дайындықтардың, басқару аргументтерінің орналасу ережесі ретінде кепілді.

Куралдағы талдау кейбір техниканың кешеніне бағытталған, сонымен әр куралдың кітапты талау деген ұсынысы тексерушілерге көмекші жатады. Бұл талдау қолданыстағы жоғары техникаларды таңдау өнімді қолданушыларға да көмек етеді. Куралдағы талдау — мұнда қолданыстағы куәліктерді, бейбітті оқыту құралдарын және кешендерді сәйкестендіруде пайдаланылады.

Куралдағы талдау жиелеске арналған кәсіби кітаптарды тесетін зерттеушілер тобымен орындалатын кез-келген зерттеу — бізге соған айналып түскен болмай отырған сұрауды жауаптау немесе өзгерістер арқылы кепіл масалаларды ойлау. Куралдағы талдау — дайындықтар бойынша кәсіби, икеуаюлы, қауіпсіздікке сүйіктілікке көз жеткізу талаптарын орнатуға арналық. Адамгершілігі және салықты бақылау кәсіпкерлерге қажетті іс-әрекеттерін айқындайтын заттарды анықтау құрайды.

Кітапты табу қажеттілігі

Кітапты табу қажеттілігі

Адамдар адатта аралық сағаттарда арнайы кітаптарды іздеділер. Кітаптар әдетте оқушылардың білімділігін жоғарытуда, зерттеушілердің тұрақты материалдарды табу мақсатында пайдаланады. Бірақ қандай кітаптарды таңдау керек деп біліп тұрмыз. Бұл аталмыш разделде кітапжан орындалатын факторларды, осылайша өкілетті кітаптарды табу арқылы кітап таңдау процессінің маңыздылығы ережеленеді.

Маңыздылық факторлары Құлақтарымыз
мазмұн мазмұндық көлемі, мақсаты, таңдаушының нысанасына сай келетін мазмұн
авторлық мағлұмат кітаптың авторларының білімі, дәрістері, стажы мен көптеген аспекттері
мемарлық кітаптың әдеттегі шығару форматы, дизайн, немесе кітаптың түрі (ғылыми, художественді, оқу кітабы)
танымалдық танымал емес авторлардың, известный басынша цитированным авторлардың кітаптары
істеушілер дәрістер, студенттер, зерттеушілер, бейнелеуге немесе жобалауға қатысатын адамдар, ғылыми элдер, заманауи жобаларды жүзеге асыратын мамандар

Біз орнықтан кітаптарды таңдау процессінің маңыздылығын түсіну мүмкіндігімен жеттегіміз келеді. Кітаптар неше кейінгі кезде мәнгі боларлықты, жақсы алу-сату платформасымен айырмашылықтары көтерілген болса да, өте көп кітаптар ретінде арнайы интернет-мәдениет көмегімен табылар. Алайда, кітапты таңдау процессі электронды кітаптар немесе дұрыс кітапқа қарағанда қашан немесе қалпына келетін кездерге ыңғайлы боларлықтың ерекшелігін ашар. Тұрақты кітапты табу мақсатында, біз кітаптарды жұмыс үстіне жазылған бейнелерге, кітаптың резюмесіне, ұпайынан жасалатын пікірлерге қарап, жаңа маңызды кітаптарды табуға мүмкіндік жасырамыз.

Кітапты табу үшін арналған нұсқаулар

Кітапты табу үшін арналған нұсқаулар

Кітапты іздеу процессінің жетістіктері

Кітапты іздеу процессінің жетістіктері

Бұл бөлімде кітаптарды іздеу процессінің ең басты жетістіктері қарастырылады. Алдынғы бөлімнің мазмұны бойынша, кітапты издеу негізгі мақсаттары түсіндіреді. Кітаптарды іздеу мәселесін шешу үшін қажетті мәліметтерді алу, сонымен қатар жарнама және советтерді орындауы керек.

  • Мақсат қойындысы. Кітаптарды іздеу мақсаттарын қазіргі кездеінің жаттығуын білу қажет. Қойынды мақсаттарының артықшылықтарын табу үшін терминдерді, сипаттамаларды және синонимдерді пайдалану мүмкін.
  • Мерзімді таңдау. Кітапты іздеу процессінің біреуі — мерзімге уақытты таңдау. Бұл жеткілікті жасау үшін, кітапты іздеу кезінде кейбір критерийлерді ойлап, алғашқы мақсаттарды белгілеу керек. Мерзімді таңдауға мән бере беру үшін кітаптардың санын, авторлардың табысты көрсетулерін анықтау мүмкін.
  • Мәліметтерді табу. Кітаптарды іздеу мақсатын орындау үшін мәліметтерді табу керек. Ең жүктелген мәліметтердің үлесі — шолу каталогтары мен онлайн кітаптық байланыстар. Олардың ішіне кітаптардың назвалары, авторлары, издательлік кеңес, жайлы ақпараттар жатады.
  • Жарнама беру және советтер. Кітаптарды іздеуді үйрену мақсатында жарнамалар және советтер көмекші болады. Сонымен қатар, кітаптарды іздеу кезінде пайдалануға арналған ресурстардың тізімі мен ақпараттылық-танымдық материалдарды орналастыруды енгізу де мүмкін. Олар кітаптарды табу кезінде пайдалануға арналған алғашқы және көмекші болады.

Кітапты издеу аспекттері

Кітапты издеу аспекттері

Эксперттер, жумыс зерттеушілер, ағаштырмашылардың арасында кітаптарды издеуге арналған жалпы талаптар қабылданып, ал-атып жатыр. Алайда, үздік деңгейдегі білімнен, алдын-ала әлемдегі қолданылатын айнтамалылықтерден төңкерілген кез-келген кітаптарды табу болмайды.

Бірінші аспект – таңдалған саланың кітаптармен танысу мақсатында белгіленген талаптар. Танытқан саланың зерттеулері қандай болса, олардың түпнұсқалары жөнінде және көптен кешірімдеулердің тарихи және даналықты да және дауыс нәтижелерді қолдануға болатынын білу несіні, тығыз жұмыстық есептерді пайдалану қабілеттілігін, мәліметтердідә бекітетілген фонынды ғана түсіндету мүмкіндіктері жайлы болуы маңызды деп талаптар жасалған.

  • Кітапты издеу жүйесінің негізгі борынша аспекті – таңдалған кітаптың айналдырылған көшірмелерін тексеру. Айналдырылған көшірмелер кітаптың контексттегенділігімен, алдын-ала әлемде қолданылатын, сол солайда мәліметтерді қолдануға, бүкілдік сиқырламаларға және мәлімдемелерге байланыстырылады.
  • Кітапты издеу аспектінің басқару мен тоқтату бөлімі. Басқару – таңдалған кітапты жұмыс жасау жатқызуды реттеу. Тоқтату – айналдырылған кітаптын табыстама мақсатында бекітілген аралықтық ақпараттарды қолдану пайдаланылады.
  • Кітапты издеу аспектінің ұйымдастыру бөлімі – таңдау жүйесін мәлімдеу, қолданыстағы кітаптарды тексеру, жояу мен басқару барысын анықтауға арналған алған жасалған әдістемелер мен ұсыныстарды
  • дауысқұру. Қосымша бағдарламаларды талдау мен жергіліктіру. Өзара достарлық жүйесін қазір пайдаланбау.</li> </li> </ul> <h2>Кітапты іздеу техниктері</h2> <p><img decoding="async" 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ABQOeU4HTPpSIpLgkDP948mgBu1ss8fyk/eGM04s4YBdrKTjOKHOXwpyMY60oQNHz8vbigBXVVU8gL6DvUZKjBQMdvQ9v/r1OUUckfiaQMg+Ve3YUARssskZUMFyPSniNiPvgYGMjrTTK4JBU88jvimjc0Wc5yMgdqAHssXVjuPf3pQ6knamfWoscAZOPRe9PBVeTjn1OKAJfKHXYoY98UuwHluT69KQyCmmSgCQAKSR3o4znvUJlqNpvekMtbwBSb/eqZuBnGc04GR/uo1AFkyU0yVGsErfeIWpVtl/iJNK4DDKKbvZvuqTVkRIvRRTgAKVwKvlSt6D604W2fvMT9Ks4ooGRLbxKchBn1NSYApaKLAJRS0UWEFFFFMAooooAKSlpKQBTTT6aaTGhtU75futVyoLtd0B9uagooD6U4U0cd6XPemIqzfJdKezDH5VOhqK84UN6c0sTgqCK2g9CWXENTqaqo1Tq1WInBpd2KrGYL3qGS6wKLgXjIB3pjTgd6zWuie9OSO4l6IQD61LkkFi21yPWoHuvenLpzt/rJMfSrMdlCn8OT71DqdiuUo+ZJIcKpNSLZ3En3iFFaSqF4VQKWocmx2RSj05F5di1Wo4Y4/uoo/CpMUYpWAT6ClpcUU7CEpcUUtOwCUUtFOwBRRRRYQUUUUwCiiigAooooAKKSmSSrGMscCgB9FQCcyYEQ69CelVWunMZPmrwN5UHHHQjNFgNHNMeVEXcx+mOc1VfzzAnlhn8zlixGVHp/SkS1dmXe4EY6IOSPYH0oAka7AkVApBJwd3b0qRpHMZKD5sHFMFohYOwLuOhJqfaaAM18yhCzMysQG3DOM1KlsXQlw25uGAOBkd6vYFLTuBVEDmTzMqCRg557dKcLZf4mJyQTjjJFTnAGScUxpVA4y3+6M0gHU0ovXaM00zpxjv0qBvMlZskqcEDFAE7SIi7mYAdM1G0rM5Cfhj/GoUQlWRicYBIb/D1qSKJwpDEBT0yc8U7ALG29yM4z75pyAAjPOPWiMKhA3Z5zwMU4/e6YzWVRdSo9iTA9KgnDKw2tgHrkZqcHIFMlO1Cxzxzx1rRMkiB4xglSfTrSFlwSXOelJvDDcFHrzzTlJLlSV6dqoRJjgE84PGKbuOCQpGeCSabGrMvTOD+dOMTlcF/pjr9KAEyHi6Dg45oz86j+Lk8envTtp37NvBwSaVgEGXfaOlADMKdoY55pShx+7UHPc9qXzEThVye3uKTzJGXOQnNADthBIZ/lPb1pS0SEKWUE9KhcAncWBUe/TNKUXbgLgnH4UAKHXzCFjx6k+1CtISSwxjoOlNC4GVKkg5J705gA24HGByPagBpIfhsgjI78047VjwQDxzihnBzjGPY85oORjav5nFACBxnG3r1+lISUwOORwMdKco5Ck7RjgAdqaUAJABz/CzGgB5yVHU7v0p20d8ZpmBxhgGB9aVE7jPvmgCDczn5VJ+gp6wTN22/U1exS4qLsopizJ+/IfwqVbSIdQT9TU9FADFjRfuqB+FPxRRRYAooopiCiiloASiiigAooooAKKKKYBRRRQAUUUUgCiiigAppp1IaTGMpsi7kYeopx60lQMyunGKKfMNsrDtmmUAR3K7ojnFVoJBsx3HBFXJBujb6VmqNk7Y/i5q6b1sIt+cxPy8VJ9oIGCaqs4Ap0ULSnLNtFXKSjuK1yTzS7FVyT2xU0VjJL/rm2j0HWp4I0jXCLirSVjKo3sWoiQ20UQ+VBn1PJqcCkFOApJAGKXFLRVWEJilxRS0xCUtFFMAxRRRTsIKKKKACiiigAoozjr0qNriJCAZFyegHJoAkoqKO4WSUxhWDAZ+YYqKWR/tG0cBRkHHrTAtUx5UQEswAHWqPmO2PMk43be/X/CnQxOgkdUGd3HHJFADrm9j2HZuLIwzxjvQb3KuVUAIMknniiK1Mu5rqNN3QEGp/ssOdzLuOMc0aCKjPPNGCXKAsF+U4wec/wBKsTRu8SqvLAg56dOtWAoAwAAPaloGU1sv9HWNm5Vicj+VSC1Uqd4UnJwQOlTkgHBPXpTTKgOCwyegFAChABjr9aXpVeS6UL8nPv6UNOwaMBeGGTiiwE7Oq9SBTGmRSBkkkZAHeoRFJIwZh0AwTTjCM75JOF6YoAHucfdXv3prSyNjaDtPGaFaHZ/EwAPPqKcJGUELEAB0oERqjlsuCzZyPoakRPKLDJC5yKaJGb7xIzxgDpShQvJOMf3jQAgCAKDtJXvyaRiNhA3fQcfyowo4DFh1wOeacN5XCpt+pxQBEryINqqQM0FWBy8gHtmpfJY8tJz/ALPFKI4wfugkevJoGRLtKqFBfHQjtUzbtoLAA/WlPTFH3lI71EtUNaMVD1FKy7lI9RTV4wafSg7oJblXESt5ZbLdKA7A5ROnUtxSSIFnPH3uQQKVh8u1cAccYrUkkYNnkkg8/SmlwDlgcqflPSiJQG4yQeCTTguDggEE8kjpQA1mZzyxUdsdKGCMcYbGf1oUBcfOAc9OoxTgVLn5CDyCTQAYPoFwevfFIyrjJbP68UiszEqoHHTjNLsCLteXg9ulAAoDKFBOPQikwdy/e579KWRUVd+4/LzgHr7ULJlcqnToWoAU4bkEg+3OcU0qvAfO0/3jjFOJ6ZJ6dB2pshB5IHHrzigB7L8u1Rww7U1SoA3FQSOc+tD/AHQy5JHbOKCGKA8K35g0AOwAMbj1yM01lUHB6deTSlC7fN0Ap5RQASB170AQFkVyOu4/XmpYyzA4Bx2zxSK6ZwOPw609S+5vlO3tQBZNJSmkqRhS0UlAC0lFFMAooooAKKKKACiiigAooooAKKKKACikyPWmmZA20sM+lAD6KKKACiiikAUlFFADTSU402s2UiheLiXPqKr/AI1cvl+QN6GqnakDAAkc5xWZdDZKp6ckVqZ/OqGoqFBOOmCKqOjEIuF5259KmibawyeTUNuwcKCcHvUysc4BAoqrqVEvRnjrVmM1UiPA96niJ78VmUWlp4qNTxTxVokcKWm80tUSLSA0UmOetADqKTIAzUTXUY6ZbPTFUhE1FVjcSn7kYX3Y0wNL9ojy5dGJHy9qYFtnVBlmA+pqL7VEc7Nzn/ZFMuAgZiqhpTjg8mmI7yKWcEkAZUDH1oAebsnOxOQOQ5wRR5srRK2Ch3YYYpiW0gP3wAc5zyasLEvllGywPrQBRlkIaPJLuDnnn9PzpzQvNIzoNhznlfvdKuqirwoAp1AitHDJ5yyNtAXI9yKlkgSVgXXJXpzUlNZ1XqwFACqir0UD8KdUElyqAYUtnNNMzhicfKMj9f8A69AFknAz2FMaRBjLDmodjM+CxZSvJzxmmLb7B87gZ44oAnWdW3bQSF6moPtLyqDGMAkjpyMVIvlRHhiSx7c0hkZTwgGec0wI/LlkX51JbggsalMCNLyRwc7aY5fJDSD7ucDjmkLxCXzdp3eo+lACjykyqIWIOOelNWaZ+FQAdM4p22RjwgJPUkYp/lyt1cLzxgZ4oAa3zDLE7l54pmUXI2719R/SrPlpnJXLetOx7dKAIAh2hQp2e55pojLE7WwuelWSMHNIAFHHSkBGIVxgk4PYU8IoH3R9TQXQYyw54phlJJCoSQcHPGKBknQUhHeondyygEKG71GxZUYb9xHOcZoAkkmSMZZvy5pnmsVyqj2yeaa4XaBgnI5Pc0zbvIBAA5wCMUWAkUyNkMwBHb1FPjIDbcY9sVCW2ALkN6e1TKSTuxj60AP7EU4HIBpmcnNKvcVjHSTRT1Vxsy5CkY4PeoVJyzMjHn05q0eRVYOd3YjPryK2RJIj4GFRvYt29qbszk5PP948CjeRx2PfNIFZjtkORjAANMQ4RgL87Z7nFKAoX5QemATSbQpI4z79qfkkhSCSO4FAEZLPgBsAdc8UuwAbQC2B0/pmnBMnnke5pV2A4Xvzx3oAY5cAbeBjp9KWOOXZh2B7j/CnsWZTtGCfWmlzgZOGPGBQA1UYMOgHXjv609wM7uc49cU1TuAAVgBxg8AUbkVQrY3A4x1oAduDPwMevpSZHAAJx6dKaNkaZRDlv4fSnHJUBcAe/agBpDueDtGOvWlJUIMkEY6k0E/Jjecn2zTQriTKJlT1DdjQA7lTtXA9KVC24nacH1ow4yxIB9hTDI+0Nye3HSgC8aSlNJSGFFFFABRRRQIKKKM0DCimmRR1YVGbhSMjv60CJqKhEoJxyCOTgU0vISfl4zxgdRQBOWA701pVX3PoKrLG4bLYIA796MogJL7gOmPzpgTGYnGB145qFpGJOJBnpil3EyDbEcHnJ7GlAkJz8qjPIAoAc4LFTj7vOTUZKqcbuc5O0dvrSlQq7pJCaCIwRwp78nNAFlSCAR0p1RRvlivp7VLSAKKKKBhSUUUgENNNOPSmmoZSIrhd0LD2rNA3DnpWqw4rMddrMvoakYnHIxVe7UNH+GOlWOjcd+9NkG6MjPSgRlWTcHfyc9KuqAG5NZ4AhvGTBC9etXgBuWTj5a1mroS3LkRHAFWV6g+lU4GDZPQHpVtGAGBzWBoWUqUVChqUVSJY6lpBS1aJCloopgBGRiqbO0KnyxHhc53dfX9auUwooYnaDk5piK0oaa4hdYyVK8n0BpYBJE0MT7R8nUdyKslgOpprFeCex4piBokYksNxPrTgMdBigGkLADNADqKqfai7bUABxn1zSsrTDa6k853dAfwp2AmaZFPXJ64HNRtcPkARYz3Y4qMRoj5LouP4Rz9acUjVCQGlb0zQBGJ5S+GIPIOFHGOn+FSG3G8MqHPQ5PUGlSQ78eUEDevGfelLO6solVWX+7QA9o5GXBZRkYPHWmKkSHdvJZeSQaan7yTzFL4wOCM0/wApmzhFUHjDc/pQAhlbaDEny988YFRk4diZCyN36Z9qspAqqoPzbe5pViROij8eaAIVZ8YWEKMHpTnikkAO/YcYOOTU9FICLyFKgN82PWnKiooCgACh3VVyzcUwzqBnB7deKAJaKgMsnmbMBfTjNMch1w0h3dcAcj2pgTtLGvVhTWmxwqknGcHimIhYAiMIP9rjI+lIq7n5kyewXigBWeTbuHAU8jHao2AMuS5ZSenpilIGc7GZgc08FkbkfKeuOxoAapJ4WMgEcZ4pQGZtxkUHbg470EDaY2V2xzkcEe1NCYX5sIfbrQAu1fuuHfnoelC/P0jAC+v60jYCr8rEg4x0zTmPyhgeOuDQAxtxU4bHpjgAUjIZHHAK4696c3QA8kY5FNK7cBmCgE9Tk0ANIUEEOTz6ZqYDKjaeMcGo0RVBUkNxnAp4kJALKE9cmkMctOBww9+KRTzx0oNYz0aZUddB5qpIGSVuAV6471bzkA1HLhV37ckcfhWyJIUJYhQNrDqcZqVQqgsWPNQqCrZyTjr6c09n27iSoIx05AzTEOYOSMKq9yTzTt5BznIPT2ppIQgvIcGl3BFyEJGaABSjgvg59qDuAB+6QDnHp9KTe+7Ixt+madGrAA8j2PUUANIG4bmJOOQvQ045UgBVG7u1JsCD5m2j0BpNiDLgbz27/lQApIYZZskH+HjBpqkNJ/q++Nx/nT8t0VQufX0poIUsGfge3SgABXB3yZGeOcUjyMsg2KGQjk96WVtoGI8j1Azz9KXy2Lb1+Ru9AByxJJKqDwMUMpDYyOR0Jp5UsCCeoxxSLEijAH580AMVTjIfjGCF6ZpCCy9N3PBapsY6CigCc0VCtyrswVWwBnPb6U1ZpCWyvfjaKQFikJA5JqtiaSMK+V9SD1pHiycNJtHuRzTAnaZF75x2FR/aNykqv0z3qMJEA2Az9+KkDKoGFxkd6AEMshBCg7s5zjjFCJKAxY5JPUnoKa0gY43k4GcL3pQS/Xp25oAR4VZQrSHAOcCjbGCSBnPNIqBRktzjn2pWIAyrZbHTGaAHq3mLlcfX2poLNj5yQfSkwzDKDjr81DBjjL9R2oACpOdxOM9zin/u1bIXk8f5NRrtBJz27mnZ68Atjgj0oAUyZOAvXvTdj4BbOSRnBpWJ+VgvPoTSEksATgj8aAHSRrgAuBznNMby1+U7uDxUjIoO45J64poQluE+X1PBoAlhlWQttPSpajij2elSUgCiiigYUlLRSASmGn001LGhprPuxtmzjqK0DVO9XhW9DUMoq8d+1KRkEAcGkx1HFOOT1FBJj6j8skUmB1wT3qxE2+IgcEjio9VT/RWbuhBFLZHKCtY6xDqW4vlcFDuzwOegq4hOeeao4RWOAcjHTpVyNvlUg5rBllqM1OpquhNTIeKaEyUGlFNFLmtESOopKWqEFMmcpHkAHnnNPpsqq6EOu4elAFRp4yMFs+wGaQFyuIoj65bin5Ef3UUDPFDSFpAy56fh9KoQOsp++6oCOnWjbEEQlyw6jnrSuC7hh3Xg+hpB5bHapGFyQfT2oAepAcgIASTyO9I7ExnBO4ckDj8KTa2WKccZGfSmysoiBcl+oGOuDQAhUp8xAG4cEc/nRmU42thtu7GOvqKkw8qfKoCjjnuPWnpE2VZ2yVz0oAFhwBlyR6GnrEi9FHpTiQoyTgD1qP7RGThSW5x8ozSAlAwMCioDNI2NkeARwSaYS7lA77Aw6DuaYFkkDqcVE1zGAdp3kdlqBI03FirOQTjPQ+1PSJhkBAqEY5oAc0spGQgQDGSeSM0hG3DSSFiDzzgYp3lnYPMlJx1wMZpjmKHlY9zAYyf8aAGqAHkRFdoz19jUkgbf99EGOMjJpqSyOduAoxn/ACaUD7uMkrxxz+tACsEYZcs+OM5xSA4OEULxjmnEEHB2rn35qJgivvIL5H0oAUlSg5Zi2QO4U0seflAOQBmjf821VUeme9IVmkQ/Mw547cUAOYN/EQoz3PWmGRVzkMw9QOPzp32cHPQdx3p+1AoDHj3NAEZ3NEpBxxyo5pVVgNqoAuO9Kki7toUL9frQW3FlZiMHAK0AMMQTLSTNgnOM4H4U5dhGFDNkZ56UOQztxzTCJW6DHYjPagBTJIVG1Qpb9KVvKcKWCk542nrTvKwR8xIznHoaUIoHAznue9ICBjIJgsYwo6jAx9acEQHJXJY8d/xp+wCTcAcnrT6VxjVAAAUYFOPrSdBS89KmSuhrcE7ilPIwehpqnBpzDiiDvEJaMqkhXKtIo3dFB607BIIIy7D8BSSKsTM2MBu+OlO3uxUYGw9SeCRWhI9hhQS20L1x6URooI25K03YRllY/wC6adtlLZyACelAAzZXCny8Hr60xi6kNIwX1UU/yNww7Eg9QKesManIUZHegCPcrElU3NnGcUoWRjnCrx0JqaigCEwFmy0hOPSpFjVRgD86dSZHqKAFopjSqqk8nHpTPP3LlB+JoAloqAGWTJyUGOABzQUcbtxGH4wT0+lAExZQMkjFMMqIvcjpxzTAqojKScAcgGpIwp5UEHFAAHVUGFJ6dBTFnZ2+UfKBz6/hRtj3DbkgHp2NCyKcsBznA3cZoAduk2ZXGemWNNSNiwYdOecc0jOzAAMq4POKVQWGWLkE/SgB+drbSBg9STyaQ4bJGDjp6CkEb8chSOmeaTaquSzc+3GaABpFLAZ4I5FLgbiAAT9OKVWXblBwOM4pBIWBZRkqOhoAVWbPQ8dsU4jJBDEf4U3535U4x2xjNBhLsGkwRjBFAAcYJLg+vfFGEIHUjtT1RUGzdnjpRlFQlcDAzzQBDkq42xDnv1xUh83BzgdOaXzCPkOCeKaZEcbclfSgB3lZ+8x65GKUIgJ4zjmq4YkbV+Yk+uakKSO2QMDpQBIZkHUgZ6ZNIXYOmMFW9KaYf3bb3AyOSB/jUf7gFWZ2bByOePSgC0jgnGakqvFJ84URhc9asUgCiiigAooooGJSGlpDUsYyoLpd0LfnU5prjKmoZRl53dD1FKvAwckg4yaMEErxgHFHAPUUhFe6jEsbp/eUisywY7RzWxKc4OPyrET91ezJ0w2a0p9UJmrkBwf71WIWBUqOlVlO6JT6VNEwBGBg9qzluUti6nK554NTr2quhHT17VNGeOtShkwpwpgOadVkjhS89hSUYz3xVoQEsD7U6kAx3zRTERSqztggbO5pChyp9D6VK7BVJPb0qEzBiAo9+aYhCrsCqx4HYs1O8p24ZwB6KKb5ztKyqAFXq2KbvYgBmO7PIFMCRYY0bcWJbGOW7Uo8oNuRecdQOMVFtZguFwwH+c0oibAy2AvOB0oAk87B+bC/jUb SE8biT7cU7dEiluoPHHNMkZBt+QNkgGgBTGpTeoyWxkdaEjk8sBm2kZxz+VLucSHoFzwAOtI2C2UOMdT6igBTs343nI+bI7e1AeEMFxk54PWkAXeWSPIPHNIQIx8pXg4A64oAeJJDhQhHGeeKY5dg370Dbz8v8qfGTu+ctkngZxUYfaCViAJOSfegBFUs4OJGJGCc8fWpDHyxbaue4607c5lwG+XHp0pDCGJZ3Of6UANAjXBBZyOOT1oaU7/LQH2x/PNSBY1Y8ZPvTfNPykL19+lADRE7qS5Absc08RLnkknGOaZ5rjJbsegHWkKPIS4BBByoPFAEm6ONeCAAdvA/SkabDEYHHcmlMAZtzd+o7dKcYVJBOcj9aAIHeTbu3HGM8Dp7ULHI4w+Cp5x0q0AB0GKKAIfLckklR6YFOWJQQTyR61JSUgE2jPQetFLSGgBKKQuMHHOKiaYKwHXPYCgZIaY0irnnOD2qKQtOgXacdT2BpBGGOFBKjq3SiwCmcll8tQyk4znpVgdagEQaPCsRzyR1/OpQcFccihgKRg0771I3Y0qelZR0k0U9VcZMFCFz1AqBS8jAISqnnP8AhVvGRg1UbCyYeUKueF9a1RJYjUKoGSfc0/PNQbwjlVXP0p6F25+UD2piJaaXVRkmoSMLmSQnB9aTcAoEaEhiRk8YoAmMgA/zzSK7MgYLj2NJtIXgZwPXrTSu4gu65zkAc0ADB/vNIFUdhSO0QY8bmzyB2pQI/vAFs85JwKdvyuV2igBrAgZ8r6euaWPzDkNtUg9u4oVmfnJAz2pdjFjwfbJoATawcZckd/8ACmlSAAWGMYz707ymJGTwO1OMYJJJJB7UAMIjIEpJZQMcdKBJtYhUNSnaqnIwPSk81AM5oGNTC4O8AYAwKCYgCfvGlCqsoJf+HAH9ajJiEvIZiBz70CJN442KMn9KA7OPlfvjpSLIqKVVdpAyQ3WgSuULdwcY20AIEkLuw4/uZp3lsZNxcY9MUhdySfugevemhcvkYzjBzk0APVIg2N2TnPXinCRRkKp49qj2sPuD5gOCT/SlKhTuZ9vOT2zQAb28vO0J7E0hYuo+9xycdqavlbdwHy5z/wDqqRZM52oQ3U9qAE+bOQCW6Zx2pJoyV4KjHTd3pWMhYAsFyOg5pNjK0aZBjPGO4oATbCTgfe6nHrQZEjAAiPPtSr5e/hcEdzzxRHKWYZH5UAOVjuKgBQOuBSfO8bDJV84HPWgKxmPBAAwTnrTp4XlI2yFBjBxQAwYG0swHr81NYxNCVc5wMHjFOSzVcfO3BzU3kx5yVBPvQBAkoOzykB7BvQVbpAAOgxSF1BAJ5PSgB9FJS0gCikpaAEpDS0UhjDTTTjSGsyjLuBtnYY+9g00oT1qxeKcqw9wagxnn29aQ2I4BU57enrWNf/Jfo2OGTr9K29wKnbz2rH1SNtkchx8j4OPeqi7SJLVud8ZX1FSwjGM9OtU7F845q4DtkwOe9OotRovRnPPcVOnDfWqkBqwDwGFZFFlaeKjU9x0pwq0JkgopKWrJCiimB9xYbSNpxzTEOYBlIPQjFVgFTIHO3+EVZqo8eJSM4zzTQhRKhUlvlPYE5pySZZQoycZ6Y+tRMnygBScce2Kl2svzFgF9c0wHSBigYnH97BxxTEKg/LnaeueaVgmGbJOT0zxSZJJ5VR3FAEgjwWUDAYDJqPaFLL5mD/s05fLbkknkjk55oCybWG3GemOKAE2bmzj5f9qnN8yFTjg4460u0hcNJjjmk3x5CnkjnmgBr43AMSVGAOaWFWwpxg9DxjNLucAcgA+gpGVmIwGbnrnFADmA3ZYjI5AHpRuVHxt685zwTSCE+Yzg7SfxxTxEqkgZw2c0AM3lhySpJIHHWmbGI3Rhs9Oe/wBc1YVVUAAdBgU6gCBoHdQGYcDn3NOWBcfPhz9KlooATFLRSZA6mkAtFMMi9iD9KYJcj5EOO1MCXiiq292BYvtAIGBQUyfmDOCOpNAExkRTgsM0wzKAThuD6VEgK7V27WHQ5649qeMh8jO3PTHAoARpHAyeO+AO31pz72TIYKcduaTLISCo284JNJ8mN5fduH3aAEIj3bid2RnjvTd7KvyKMDjCjrT1BO1ljCk9e/HpQFYllZiDQAw5yHGAyn8waQjcymNwCOSAOtSbFkBUqMKMZIpjRosYBcgr/EvUUAK0ZLDJJXvk4p4xyF6AcVEAGXaCz57saWP5SNo4zg0gLHVKahw1KvcU3ofpWM9GmaR1ViRqhlVc7igY9eBzmpz8y1BMrPFhGIIPatiBu5xyQqrjJz2owisI3kJz0XOPyFJHlx83Y8gnPIqXGWLKM46e9MQmF7L9MjFOO4dSBkdqRQ7r84A9gaUlVHzMcL39KAGHnONzZ5GaED7g23bnrT96joME0Kzv0G0Z5zQAjQllAztGc4oEUak7juP+1TSH53uPYU8DCjufagBwdR90fkKYZvmAA74Oe1NZAAx5JPUdaThWwecHHTigAd238OF7fWg7zkqSOcHNOIYtkY4HHvTiCDkcjGPTFAETKSMfe4zQpC5AXFOUKqkMRgntQhQg9MUAIW/efey2Bwo4NLsLZJU8+p2n86Edg204Bx2HNIsbHGckd+cUAP2ALlsDB65zTvlXJJPIyc1GuWOADsKnI70qYJ5JJxg59KAAOqsp2ghjjcT0pfMfazcYHoKRmwAAoXIz0zTgGPO088cmgBu4kj+8eSM0mF3n5Rk88jNSeWxbJYA5/hFHkR7gSCxH945oAiyIwy5x9OeKdglhiIn1OcVOAB0AH0o3DOCaAIDFIZt4KqPTrUiRbUxvPXI9qJZREASGOfQU0TkgMsZwfWgByQou07cEc+tSfQVAJHYkFlTsO5pmCVXzGZmPbPAoAsM6K3LAE003EeMglvoKi8uONtwxuH40oOYsKpPY57UAL57uP3cfXpmjfKQMsq+vHSiNJEGBtwppoIxkuvLZxigB7hlC/vSc8ZAqIhV+dmYDPTvUg8sgZZmGeg4/CjKblIiP40AWEOVHOeOvrS0yJ96Zxj2p9IBaKKSgAooopDGmmmnGmmoZSK92uYWx25qgAzDnj2rUkGVIrLBGGVTyvXNSMeMK1UtSQPDKnU43AfSrYAYkfjTLkhQGOMdCfSgRi2D4etXqQc1iwHZc7CDuBOfTFbKHMYPpWs9UJFiI4bnqauIcrjvVGM5xVyJs8+tYFk8X3celSjkVChw31qZetUhMcOlLSU6rRIVFPOsO0HkscdcVLUcsKTbQw6HIPpVCH1HKAGD7c8Yp6kdOeOOaJBlDxk0AVfmZjtUt6Y7VKI32YwAMcZ55pvmO0fTbx27UrYxl3688VQhWVHJLMOAM4PSmkx7s8vkcDGaVFUNynUdetPRVc5VjgcYHFADYySCirsC9O1NbzjkkZ7ACrARV6CloAgWAkAuTnuBTvITIJ5wMc1LRQA1UVTwBTqKKACikLqvUgUzzQThQW+lAElFRSSEEKPlz3xnFRgnDBpcsDjn0+lAE5dVBJYcUz7QpOBnOMiosbkx949GwMZpxG75SOVxg96ADzmaI5+Vj0xTWXcqFweOOTTjI2CoPzD0FN25wAuMc8DNAAOCO3y4B7YpflAyWJPYr2pPLAXJXPOeafkDIYfLj0oAjGNrAKxJxkk96fkoACQMHoKOCcKxPuB0oCkEZAA7UAN/iHycilUb93bPbFScDAHFMYMZCQ6qCB7mgBCcnZvyV5O40KyKSOM5wOOaUKiEFmdyvdqegULlVwKAIwzNwqkj+8Tjml+YtjHJ6kdKQsC/ysRj+EDrQrMSx24A/WgBjFUxl8H35oOwYOC344p0sZcnHXtkdD60OiDgkLg56d6AEWQZwqjGM8c01uTuDHI9eKGZg+FUAD+I/pxUW5WbBQv8AQYoAtKeQ3rTnHOajiyYgSMe1SdVrOSuik7Dozxikxyy+tIp5Bpz5BUj6GiDvEJbldpVUlfunPGBjFCs+NqlQT3POadK2w5PRu2OppFDZ2EAIB1U9K0JF2lsF889RmgmM5UnrwcdqRwrZXeAO4FKrKP8AVp04ORigA3cB0Tk+tBY4OZAMjoOtDM+cEhR9M5pNqKVJfoOhNADmXHJPzChAo5Vsk9wc0glUEqin646UKWduOB2oAcRtOBnpwKTpgBQPqaRYiZNxBxgd6f5R35BCj6c0DGMWKthj07LRwEJLA/jiniIDqSfbPFKERRwoAoEVwCSCA3HYDipFjlK43BefSpfMXO3POM1G820fKRk+tAB+8LjIIyM4NHlkhsNg+xo2HI3dcetOUqqFdwoAAcEguSenApduFC43c5+Y5pshIUOgBYH0NJ87EgvjHQ5/nTAkJKpksFx+ApPMjHO8c+9R/LtUHJyaMKBjaMg/xGkBJ5yggcnIzmhnYoNqHJ657VGTIWKjGB7UFG3Bjhcd80AOBdAPMdR2pGwHVmJJ7ds0Kill53EUrbQu7bu78mgBHJHKrnPekPmbRuGCozn2oEkhOMonP1oaWPecAlwecUABwXUbxx1HrTwkb/N1I4PYUKHdTxtH0xmmR20gXBcAZ5HWgBwHkKCF3bm/h5olfanyfKTgkH9c08RMgz5hP1pg8hGPK7z6DJJoAY7jdmFGkJbrgkCpAkwVdiKD/FuNPjkLZAUjHrxTGn2yFGYKfpmgA8mZmy0oA7gDNO8hFbczsfqcCo9zlyjOS23kDpS+SxGD3HfkigCWPylYiPGTycVJUMcG1t5YlvyqagAooopAFFFFAxDTTTiM001DGhrDisuVAs7DPetU1nXq4kyBnIzUMojBGMACmMokjZWOfpTwRx0GevNKuO3AoEYU423ZGcFgCM1etJN0f4VX1OErKuCQoz0GT7U2wJUlDj1rSOsBGnHgrzmrMJ7CqinB47VZh4bpxWTRaLXYGplPGagXpipouVxQgJaUU1elOHStESxaKKKokTmilpKAINwErK7fQAfrUaBy5wuAw+93p9yrNIoGBkde+RQRJgjt2bPFUIWON1dmZwMkU6FURsR5x+gpMhUy7DAHIA5zR5yBvlHB/ixQBYpKrefKSVCgEdO9Obew++wP0xQBMWC9SB9TTDOgOAc/SoliV85P+INHO3BAyDggd6AHvIzKQPlyOvemB2Vjul/ClG0J9459hTCoJy2evpQA4qSA2A3+9SMGyrI3A79aexwnA496ZuBYKFBBGcDvQA44KfOcj1IpkY3PgbVOeSO1PaMl85yD1FBjYqwwq57igBDHkD5xnOc+tLkA4JyxHQHNPZQVG89O9IpRB8p3D25oAYSdwMeCMYp22TduXg+9PYkAbR+GKZuZmxnGegJ60AKUJ5dskenFCYGCVAPueaYQGwpJOD9KHDBlZTGDjBJ60AAJDHksCeMDjFKTzkjbjpnvRubknkfXrTNilsA5AHIxnNADiQy7Xzz6UhP7zKqT6mlySRhQpX1NO+Uy8Z9x/jQBG7EHCgA46UjpvjB3EYOeOae5VssvzEGouXGMZDHOV6CgCVhyOBx0zQCSMFu3JA4pkgUKFMikkdepxSgMVUqufXB4I/GgBvmJnb0z1HUimush5i4J4JapzG5bkJsPXjk1JtGOaAKuFBXc3zemKU5IwsfHvU52INxAHvUUsxHCLn9aBixqVHJyT1qRT1FVRuZ1YseOijoasZ5zUsBRwTUhG5CKibgg1JGecVnF2lYqWquMYF1BGPxqNsrgGZcH+EDrUxyAy4z6VWW38ssVBOe2a1RA5PKUsBgnvQHnIwIwPdqDsi4dwSfz+lKHYNgZIHc8YFMBVjYnDvnHYU5Y448DPNMMgDAgZJHGO9PDMc5GD6UAPAUYwO1G4DjIqI7ieW4PHTjNNEezJU5Dcn60ASNIxGFOH7ZFIJXK4IXd9etJgnryV9KWMxnaudzD1oANzsu0uAx9BTFMhBG0kAZU0/crFscbaQBkDZOVHSgBqqrnDFiwpzKOmMYNO3qibi3FRrKoQMikg+tADlRSR0yPvFuSaaiqAUXJHXbmpm2AZwPxFMR9p+7jdQA5IyCcmmMHyQEXAOQc0vm8/XuKXk5ySM+lMBuDnEjZJ5wKGkjjywGTjmpArg54PoTSNEjE78ZYY4pANeQ/wn5TTYm+QHbkn2qUKg7DjjmkWYM5CjKjq1ACFZGhKgYY08x5IJIwBimszYLbtqj14pjYLqcllxzQBIwiTBZunTJoEqnJRGPvjFRqCSylMqTx7D0pSgRtrvwxJAzyaAFMr7yMKOeQTzTgWLMrSc+g4pqwgOzEklj/AJFDliDsIz79aAGJ5pbPU9CTyD7UpgZ2y528AZ96agO/DPkPxx+YpS0Z3FgWbPGecUAOIQHPmFzjG3P60IxZgwjx+Gc0qF3Q7Ewx/vcfhQscoOXdRz+YoAEDsWLfLg8D2pyukSnzJN2TxmmJFHuKtI0hI554oVokB2RKuPWgC0OnFFVfMnYDav5cVYjDBAHOW7mgB1FFFIAooooGJSGlpDUsaGmq12uVH1q1UNwMxNjqKhlGWoUNvk428YqRTuw3Pp+FRuSWBZeD2/rT13EncyjHQCkhMoaujPbhwpypz6cVRtztnUY29OK2LpDLC4J3EjAxXPwMw5IJKHBOaun1QjeU9MVPEc9+RxVOE7owemRVmE4IJ6HrUS7lIvIeAalThiPWq8fTFTBuhqRk6mniowehp4rREsdRRRVCCkxS0UxDJAdmR1HNVyWJ3Ow8sHB/GrRAIwRkd6qooLiMcMp7d6aEMP3cZaRcc4/SpjFwGVeo70iqwA+QLjoc80hDMhDPkD+IGmAvKsVRhnHze3uKaC27DHA6cmnqpKkqOD0PtTlVgBnAoAYPlclRntmhg2ckYBPOOc09I1Vs4AHrStJGpILcgZPtQBGityApxngk07ymONznHoKabgkgIvHfND+YwKjGfrQBKERT05oGwcZyfzqBFIiJcZPTGakBVchQT06ev1oAUzDJC4zjPNM3TMoGMtnnbwPwNAbB3/Lg9AOc/wD16RlfOxmJT1PFADirMoyFB9Cck1FGd7AMxPtUiKUbPtx3pSq8kEbuwoAJMsMhcNnv296Qqu8EHnrmlUDYxbJ/SlO1QAFzjqB1oAQnOD8x56AU0/KfmABPTFOLEg5BX05pjsAVBfPy/jQA5RtHLbjn8qRmDYwOe+KaqlWIVWc+p6CpGgLJtMhBz1FADdoC4kOCAcgcnmkjlUSMAXJ6cipwih938QG3PtSgKuegoAh8tgQyjLZ7+lPaNmBBOATnjrSNMqjIOf0ppeZxhV2kjjigCRY0TJ656k0jSoq9fwFRFgZArZyPxzxSxKD0XAHr1zQA5pSR8qnHqajYM3zM5wMcDin7gj/MeT29aaoDPwXHHp+tABIGKq2Of4qaURtql+cdF4zUzplQC3TnnvUcZQLmLDMRnPrQA4PyQq/dOMmgNuGDw3cVEd5VW3eWvXkf0pY3XzWwxcE5BPakxkxG5MUK3IpRTQMMRWMtGmUuxJIDkEVXkyHw0mQOdvQ4q0PmSoJQM78EkcACtkQIHG7CL7FumKZtKncTnjJyetIDIxAUDPfJPFPwQPvoufzxTARHYqSSQvuMYHtTyCjjIGM96F2H5iMmkWMlRu9aABiHJGepzmlyG4YZHegxnsF/GnLEncbjjFADA5J6Y9upxQu85IQAk/exU6qFHygClxnvQBDtYZwgyaBCxcsz5Uj7vYfjU+KKAGCNQCMdetOCgdABQSB3pDKooAgBDAHJoURs+CST05pWysY288Ac00MxOC3HfFMB7IEUlRnj60qsXbpTCCVGzGB1DDNC/u2GeSTgGkApmYOFfAz6elN8rgHkKMk5PenOpV93y4xk8Uiq5Ocgg9M9qAGqd7qAD6nI4qUgAEliT3NNL/MwPIXioyWJYDAIGM0ASKkaqSzbg3XmpmIRO2B0BqAINh3dMDgChWBXBBORjk0AKrqUBLOST6d6coJfAU7R3J5pis5wBgDp0qXHyHJ6egoAjbfIeMqB3IxSeUGO4vkE/UmpGOxcZJ68mnRxnbzgAjigCPy0Ugc/eyM+tOIMbYUKAegA5pVgUNksTT441QYUUAQMJATtLPu4wBgD3qRYj5W08nPU9qmxSHpQBCLcdWYnPXHAp6xohAVQKUMdxzjAp2M85oAKKYxftjGe9EbElsnODQBJRRRQAUUUE4pDCkNIrBxkZpcUgG01xkYp+KQioZRkTg 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" alt="Кітапты іздеу техниктері"></p> <p>Кітаптар арызымен өмір бойы кен тікелей тарифталатын мәліметтер адамдарға білім, даму және саясат үкіметтікпен жеке-жеке меселелерді шешу күшін береді. Бірақ, ұстаздардың, оқытушылардың немесе кез-келген жұмыс істеушінің үйрету куралдары басқа есте сипатталуы мүмкін емес.</p> <p>Осылайша, кітапты издеу техниктері көпшілікпен қазіргі заманда оқушылардың дағдысына шарт етіп көрілуі керек. Бұл техниктер оқушылардың білім алу процесін маңызды мезеттікке айналады және оларға сабақтарда шығарылатын көмекше мәліметтерді басқаруда мадди және маңызды рөл ойындайды.</p> <p>Осы разделде кітаптағы талқылау, султан ету, қаралу техниктері мен басқалары салыстырылған және түсіндіруге ықтылдын мән жанынағы танымдықтамаган негіздерді шешеді. Сондықтан, мыналармен қамтылуы керек: <strong>аралас, еркіп, тізімшеу, категориялау, шабыттама, дәлелі, дәлілге мұнасіз, тақырыпты көргізеу, дәлемде, онымен қатар</strong>.</p> <p>Бұл техниктерді түсінуге болатын деңгейлік қаламжылар мен ұсыныстар бар. Бірақ, мыналармен қамтылуы керек: <em>ережелер, нұсқама, кол-мек парағы, орындау тіркемесі, молдір түрін білу, іс-әрекет руководствосы</em>.</p> <h3>Сұрау бойынша кітаптарды тексеру</h3> <p><img decoding="async" 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JNp2nnjmqFSM7Twd4kvp9fWHULySWOdSvztwpHIP6Vc1/wAe+VK9vpCK5U4M7jI/4CP61wAJByDg09beZojKsMhjHVwpwPxoA24PGeuQziRrzzRnlHUbTXovhzXIte0/7QieXKh2yx9dp9vavG69G+GdvIlheTsCEkkVV98Dn+dNCO0rM1jXrDRUBvJfnb7sacsfwpviXWV0TSZLngzN8kS+rf4DrXkF1dT3lw89zK0srnLMx5NDYHVan8QL64O3T4ltU/vH5mP9BWRJ4q1yRix1GYZ7LgCs6ws5dQvobSAZklYKPb3r0mDwNo0duqSxySyAYaTeRk+uO1AzktP8b6xaSL58wuox1WUc/mOa7fQ/Fun6wywqTBcn/llJ3+h715x4i0htF1SS2yWiPzRMepWs6KV4JUliYrIhDKw7EUgPdxRXPeENfOt2TCUBbmDAk/2v9qtfUr6LTbCa7nPyRLnHqewqhEWr6zZaNb+beS7c/dReWb6CuJ1D4hXkpK2FvHAvZn+dv8K5bU9RuNUvZLq5cs7ngE5Cj0HtVSlcLG43i/XS27+0JB7BRj+Vaem/EDULchb+JLpO7D5X/wADVvwx4Jgu7BL3U2f96N0cSHGF9Satax4BtTaPJpjyJMoJEbtuDe31oA4vxBeRahrd1d2+fKlfcu4YPQVn0MpVirAgg4IPakFIZ6J8Mv8Ajxv/APrqv8jXbVxPwy/48b//AK6r/I121UhEV1cw2du9xcSLHEgyzN2rh9V+IRy0emW3HaWX/wCJrN8ca/Jf372MLYtbdscfxsOprlaTYWNubxZrcx+bUJFHogC1EPEusjpqVx/31XcaF4O0mPT4ZbmMXcsqBy5Y7efQCszxN4RtLXZNp8TqHbDJuyB9KVgMXxzfteeI503Zjt8RIPp1/WudrQ14sdcviwwfObP51n0DN7wnrVrod3NPcwSSs6BU2Y+XnnrXU/8ACwdOz/x6XP6VyPh7w9NrzzLDcRRGEAnfnJz9K3f+Fc3f/QQg/wC+DT1EZPi3WrPW7mC4tYpI3RCj7wOeeP61z9dsPhzdEf8AIQg/74anf8K5uP8AoIw/98GgY34aXTLe3lqSdjxiQD3Bx/Wr/wASrpo9PtLVTgSuXYeoHT+dXPDHhN9Cv5LqS6SbdGUCqpGMmsT4m5+32Pp5Tfzo6COJqa0lEF3DMy7ljdWK+uDnFQ1Ysbdbu+gt2k8sSuE34zjJxSGdyfiLbk/8g6X/AL+D/CsTxR4mg161hiS0eF4n3BiwOQR0ra/4VzGODqTf9+v/AK9J/wAK5jx/yEm/79f/AF6eotDgK6PwHdNb+JoEDYWdWjYevGR+ord/4VxF/wBBJ/8Av0P8at6X4Gj07UYLxb93aFwwHlgZ/WgZ11eOeKf+Rk1D/rsa9jzXjnin/kZNQ/67GhiRk16B8Mf9VqH1T+tef16B8MP9XqP1T+tJDZ3VYXjX/kVb36L/AOhCt2sLxr/yKt79F/8AQhVMR5FSr94fWkpyffX61Iz3aIYiT/dH8qdnmmx/6tP90fyp3eqJPDL7m/uP+urfzNQVPe/8f1x/10b+dQVJR6R8OrG3/smS8aFDOZSokIyQABwPSuvmRZIZEcblZSCD0IxXM/Dv/kXG/wCu7fyFdQ33T9DTEeESqFldR0DEU2nz/wCvk/3j/OmUhnq3gAk+FofaR/51a8YXD2/hi9eM4ZlCZ9icGqvgD/kVof8Aro/86v8Aia0e+8P3sEY3OY9yj1I5/pT6CPGqs6aqvqdqr/dMyA/mKrU5HaN1dThlOQfQ0hnvB6msrxPtPhvUN3TyT+dQaN4n0/ULCGSW6iiuCArxu2Du/wAKwvHfiKA2raVaOsjuR5zryFA7Z9aoR5/Ulvnz48dd4x+dR1qeHNPk1LW7WBFyocO57BQcmpGeyL90euK5vxvZ2n/COXU5t4xKpUq4QA5yO9dLXP8AjnP/AAit1j1T/wBCFUI8mpRSUCpGepeAbOKHw4kwUeZcOzOeuQDgCtPU/Dul6q0bXVsu5Dncnyk+xx2qr4Ix/wAIrZ4/2v8A0I1vVQhsUaQxLFEoREG1VAwAKdRRQAUUUUAFFFFABRRRQAUUUUAIfun6V4Vcf8fEn++f517q33T9K8KuObiT/fP86TBEddX8Of8AkY2/64N/SuUrqvhz/wAjG3/XB/6UhnqFFFFUIbI6xxtI33UBY/QV4hqN29/fz3UhJaVy3Nex64zLod+ynDCB8H8K8UpMEJXW+G/Flroml/ZTYySSFyzurAbvSuTAycV2OgeC4NX0mG9e9kRpCQVVAQMHFIZe/wCFiQ5GNPkx/wBdB/hXC3Unn3U02MeY5bHpk5rvv+Fc2v8A0EJ/++BR/wAK5tO+oT/98CnqI87r1PwFcCbw1GmeYZGQ/nn+tUf+Fc2fe/n/AO+BW74f0GLQYZooZ5JllYMd4AxxjtQgK/jY/wDFK3Y/3f8A0IV5LXrPjg48LXX1T/0IV5NQwQV7XodulvoVlAFG0QrkY65GTXioODXuVh/x4W3/AFyT+QoQMzZvCmiTXPnvYJu6kKSFP4DitaKKOCJYoUWONRhVUYAFPopiPM/iNftPrSWYP7u2Qcf7Tck/liuRrc8aEnxVfZ/vD/0EVh1JRueENStNK1j7VesVjETKCF3HJrspfHukIuY1uJD6BMfzrzzTNOuNUu1trRN8hGcZwAPU11Vv8O7xowZ7yCNvQAtTEZXizXbbXZ7eW3gkiaNSrF8c8+1c/XfL8OOm/UR+EX/16lX4b2/8eoyn6Rgf1pAc74Gu2tfE1ugfak+Y2HY5HH6gV0fxLumSxs7VZMCRyzL646fzqxZ+AbOzuobhb64LxOHHygAkGsf4mPnVLNf7sJP5mmBxdW9LtTe6nbWw/wCWsqqfpnmqlafhuVYfEOnux4E6/wA6Qz2ZVVFCIMKowAOwFOpKUdaok8Y8SqF8RagFAA89uB9ay60/EnPiHUD/ANN2/nWZUlHonwy/48b/AP66L/I12p5HWuJ+GX/Hnf8A/XRP5Gu37VSEeH6jG8OoXEcn3lkYH86q16H4y8Jy3cr6jpy75DzLCOre49/avPmVkYqwIYcEEYIqRm9oHi2+0ZBAQLi1HSNz936HtXd6b4v0fUIsvcLbuBkxz8Y+h6GvJKWgDa8Y2rWvia8UjCu3mL7gjNYleq+M/Dx1i0E9sv8ApkC/KP76/wB3/CvK2UqxVgQQcEHtQB0/w+u1t/EHkucC4jKD69R/KvUK8JjdopFeNirqchhwQa62w+IGoW8ax3cEd1j+Mnax+uKaYrHpNVNU1O20qze5u3CqB8o7sfQVwF38QNTlBFtDBbj1xuP61zd7f3eoz+beXDzP2LHp9PSi4WPUdA8V2WtuYVVoLgDPluR830PesX4mWxa3sboDhGaM/jyP5Gk8C+GmiZdVvU2nH7hD1/3j/Sus1jTIdW06Wzn4DjKsP4W7Gn0A8Tp0TmKVJF+8hDD6irGo2E+m3klrcoVkjOD7+49qq1Iz3GyukvbKC5jOVlQOD9RU9eT6D4tvtFh+zqqT2+chH/h+hrXu/iLcNHi0sUjc/wATtux+FO4rHbzalZ290trNcxxzsu4IzYOKqQeI9LudTGnwXG+c5AIHykjtn1ryW5vLi8u3uriUvM5yWNdb8P8ARXmu/wC1ZhiKHKxAj7zev0FFwsehV474p/5GTUP+uxr1LU9c07SHjS+uPLZxlQFJJH4V5Prt1Fe61eXMDFopZSykjGRQwRn16B8Mf9VqP1T+tef12HgDWbLTHvIr6ZYRKFKs2cEjPH60hnpVYXjX/kVb36L/AOhCttXV0DKQVYZBHcVyvjXWtPOj3mni5VrslR5YBJByDVCPMadH99fqKbSqcMD6GpGe7p9xfoP5U6s3RtasdYtw9pMGZVG+M8Mv1FS6lqtlpMAmvZ1iU/dHUsfYVRJ4xef8fs//AF0b+dRDrT55BLPJIBgOxb8zUdSUeo/Do/8AFOv/ANfDfyFdQ33T9DXEfDvVbRLJtPklCXLzFkQ/xAjt+Vdje3EdrYzzyttjjjLE/hVIR4fNzPJ/vH+dMpWO5ifU0lSM9V8Af8itF/11f+ddJXHfDm/hk0qWx34nikLhSeqnuK7CqQjynxloTaRqbSx4+y3LFo8HlfUVztb3jDU7jUNamjnUxpbsUjQjBA9T9etYVSM9F8BadCdDklmjTzZnYxsygsABjIz2zWDrnhSe0kC2cjXrA4KRwtle+SelS2PjQWVnFGmmxCeCHyY5A5wBnPI+tQyePNbcEK8Ef+7H0/OmBW07whrF9IAbZrdO7zfKB+HU16N4e0C20K0McR8yZ+ZJSOW9h6CvP4/HOuo+TcRuPRoxiuk0Tx7bXTiHU4xbSHgSJkoT7+lCEdlWB44H/FK3f1X/ANCFb4IIyOhrkfHer2S6Vc6Z53+lnYfL2npnPXpTYHmhoooFSM9a8D/8irafVv8A0I1v1xPg3xJplto0FhdXHlTo5A3KcHJ45rtqpCCiiigAooooAKKKKBBRRRQAUUUyaWOCJpZXCIvVj0FAxzfdb6GvCp+Z5P8AeP8AOvVPEHiezstLla2uI5bhwVjVTnk9/wAK8oJyc0mCErqfh0ceIzz/AMsH/pXLVreGtVXRtZiu5FLRYKOB1wfSkM9korKsfEmkX8qRW96jSvwqEEEn05rVqhEV1F59rLCf+WiMvPuMV4fcQyW08kEqlZI2KsD2Ir3WvPfiHorJcLqsEf7uTCzY7N2P40mBw9eg/DfUt0E+muy5Q+agPUg9cV5/UtrdTWdylxbSNHKhyrL1FIZ7nmivPrT4izpEFu7BJJAPvo+3P4Vm6x401HU4mgiC2kLcERn5iPQmncR2x8W6Surtp7z7SvHnH7m7+7n+vStxWV1DKwZT0IOQa8NhhkuZ0hhQvJIQqqO5r2LQtNXR9HhtC2WRd0jf7R5NCAz/AB1/yK11/vJ/6FXk9el+MtX0668OXENtfQSyMy4RHBJ5rzShggr3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" alt="Сұрау бойынша кітаптарды тексеру"></p> <p>Біздің кітаптар өте маңызды ресурстардың бірі болып саналады. Кітаптар арқылы біз біраз мәліметтерді кепілдей аламыз, ал сұрау бойынша кітаптарды тексеру қажет. Тексеру процессінде кітаптарды зерттеушілер көптеген нұсқауларды пайдаланып, алдын ала ақпараттарды үлгертеді. Сонымен қатар, тексеру процессі кітаптардың мазмұнды тексеру, техникалық мүмкіндіктерін талап етеді.</p> <p>Кітаптарды тексеру арқылы біз кітаптардың дәрісін меңгеру, дертті жауап алу, оқушының теориялық білімдерін бақылап алу мүмкіндігін көтереміз. Тексеру арқылы біз кітаптардың тамақтандыруын де қатты өзгертеміз, дертті жауап алуға көмекші болып жатамыз. Бізге суретті жоғарыда оқұп, мәліметтер базасын көтеру қажет болып табылады, ал тексеру арқылы біз адамдардың көктемін жеткізеді.</p> <h3>Езу нәтижелерін бағалау</h3> <p><img decoding="async" 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mgBDUF2223c+1Tms/WJPLsJT6KT+lAHkd/J51/cSZzukJ/Wq9KxyxPqaSgAorT0TQ7rWp2S3AWNMb5G6L/AImvQbXwhosKBWtPNYDlnYnNAHlqffX617nF/qk/3R/KsGbwdokw4tDEfWNyK31G1QB2GKAPMviL/wAjGP8Argn9a5auq+Iv/Ixr/wBcE/rXK0Adz8Mf+PnUP9xP5mvQK8/+GP8Ax8ah/uJ/M13sxIgkI6hCR+VAHkvi/V21bW5SGJghJjiHbA6n8TWHSsSWJPUmkoA63QPA82qWKXlzc/Z45OUULuYj19qu3/w7aO3d7G9MsijIjkTG72BFdX4ZuobvQLNoHVgkSowH8JA5BrVHBzQB4MylWIYYIOCK0NAvn07WrS5VioWQBvdTwR+VdbefD2a5vJp1v4kWRy4Xyzxk5xUQ+G8//QTi/wC/R/xoA9B+nSuZ8VeFpdfuoJo7pIfKTZhlJzzmujhRo4Y0ZtzKoBPqQKfQB4nrOmvpGpzWUjrI0RHzKMA5Gao10Hjn/karv/gP/oIrn6AN7w/4XudetpZoJ4oxE+wh888Z7VqH4d6gOl5bH/vr/CtX4Z/8gq9/67j/ANBrsqAGQqUhjQ9VUA49hWJ4x1k6Po7GJsXE/wC7j9vU/hW9Xlfj3UGvPEMkAP7u1HlqPfqT+f8AKgDmySxJJJJ5JNPt4JbqdIII2klkO1VXqTUdd78N9MTZPqkgBYHyovb1P8hQBTh+HeovCGlureJyPucnH41z2r6PeaNc+TeR4zyrryrD2Ne0VleJdLj1bRp4GUGRVLxHuGFAHjldv8PdbdLk6TcPmOQFocn7rdx+NcSRg4NWNOu2sdQt7pesUgb9aAPb64D4m/67T/8Acf8AmK75HDorr0YAj6GuB+Jv+u0//df+YoA4arNtdtb2t1Cn/LwoUn2BzVanxxvLIscalnchVA7mgBtJXd2Pgu0jgU3zySTEfMFbCqfSq+oeDYSpaxmZG/uycj86AKnhGHFvczkfeYKPw5/rV2/XdHKPfNXdP0/+zdOS3LBmGSxHcmq12vzSj1XNSwLngucpdzQk8OmfxFanijw8uvQxYnMMsOdpIypz61geHH8nVoT/AHjt/MV3RPFNAeL6rp8ml6hLZzMrPHjJXocjNU63fGn/ACNF59V/9BFYVMDc0Dwxda9BLLbzRRiJgp355yM9q63wv4Ru9E1X7XPcQyJ5bLhM5yfrUfwz/wCQde/9dl/lXaUAYnjL/kVr7/dX/wBCFeQ1694y/wCRWvv91f8A0IV5DQA6P/WL9RXukf8Aqk/3R/KvC4/9Yv1Fe6R/6pP90fyoA5fx/rBsdLFjESJrsEEjsg6/n0/OvMa6n4hzmXxF5eeIoVX8+f61y1AFzStNuNWv47S1AMj9z0Udya6PUfAF5a2TT29yly6DLRhSpI9vWrnwzswXvb0joBEv48n+ld7QB4RSVteLrFbDxHdRRjEbMJFHoG5rFoA9A+GX/Hvf/wC8n8jXcVw/wz/497//AH0/ka7WWRYYnlc4VFLH6CgDzr4g6y11qA02Jv3Nv9/H8T//AFq4+p72c3N7POTkySM2fqagoA96NJQaKACvPvidKTc2EOeAjN+Z/wDrV6DXnHxLP/E3tf8Arh/U0AcbW74P1O00nV2ub1mWPymUFVzycVhUUAep/wDCc6H/AM9pv+/Rpf8AhONC/wCe83/fo15XRQB0XjPVrHWL+CexZ2Cx7XLLt5zXO0UUAei/DOQnTb2PP3ZgfzH/ANao/iZaO9vZ3iqSsZaNj6Z5H9aPhkP9Fvz/ALafyNdldW0N5bSW9ygkikGGU96APDKUEggg4I711eveB7yxLT6fm6t+u0D51H07/hXKMrIxVgVYcEEYIoA39J8Y6rpoWMyC5hH8E3JA9j1rsNP8eaTcqBc+Zaydww3L+Yry+igD3S2uYLuIS20ySxn+JGyKlrxPS9Vu9JuluLOUow6qeVYehHevV/D2uQ67p4njGyVPllj/ALp/woA1q8r+IP8AyM8n/XJP5V6nXlnxA/5GaT/rkn8qAOarv/hn/wAet/8A76fyNcBXoHwz/wCPS/8A99P5GgDuKKKKAPLviJ/yMv8A2wT+tcvXUfET/kZT/wBcE/rXL0Ad58Meuo/RP613tcF8Mfvaj9E/rXe0AFFFFABSUtIaAENNNKaaaAENYviaTZpU5/6Zmtk1z/i5tukXH+5SYHltFFFMD0zwNCsXh6N1HzSuzMfXnH9K6Za5/wAGD/inLX/gX8zXQLQA8U6kFOoA8x+Iv/Ixr/1wT+tcrXVfEX/kYx/1wT+tcrQB3Xwx/wBfqH+4n8zXf8HgjiuA+GP+v1D/AHE/ma7+gDxrxHpkmk6zcW7A7C2+M/3lPSsuvZNf0G1121Ec/wAkyA+VKOq/4ivMNZ8O6jo0hFzCWi7TJyp/w/GgCnY6headL5tncSQt32nr9R3rqNO+IN/CQt9BHcp3Zfkb/CuOooA9g0vxTpOqYWK5EUp/5ZzfKfw7GtqvBa6vwn4tuNPuY7S+laWzc7cscmL3B9PagD0+ige3NFAHkvjn/karv/gP/oIrn63/ABz/AMjVef8AAf8A0EVgUAej/DP/AJBV7/13H/oNdlXG/DP/AJBN5/13H/oNdlQAo6ivEtZlM2s3sh/inf8Ama9tHUV4Zfgi/uQevmt/M0AQV3fhTxRpWk6JHa3LyibezNtjyOfeuEpaAPUv+E70P/npP/36pD470P8Avzn/ALZV5bRQBNdtG93M0JJiZyUyMHGeKhoooA9s0Z/M0ayc/wAUCfyrjfib/rdP/wB1/wCYrrvD/wDyANP/AOuC/wAq5H4m/wCt0/8A3X/mKAOFra8IxCXxFahhkKS35A1i10Hgn/kYov8Arm/8qAPQ2qJhU7VC9ICncDisu+X5gfVTWrOKzNQGFQ+5FAFHT28u8hb0dT+td+TXn0Xyyq3ow/nXfA5UH2oQHlnjP/kZ7z6r/wCgisOtzxl/yM959V/9BFYdMD0X4Z/8g29/67D+VdpXF/DP/kG3v/XYf+g12dAGL4y/5Fa+/wB0f+hCvIa9e8Zf8itff7o/9CFeQ0AOj/1i/UV7nH/qk/3R/KvDI/8AWL9RXucf+rT/AHR/KgDyXxi5fxTfk9nC/kBWJWx4t/5GjUP+uv8AQVj0AenfDlAvh6R+73DfoBXVV zHw8/5Fr/tu/wDIV09AHmHxEH/FSD/rgn9a5aup+Ih/4qT/ALYJ/WuWoA9A+Gf/AB7X/wDvp/I103iKUw+H9QcdRA368VzPwz/49r//AH0/ka6DxX/yLOof9cv6igDx+iiigD2+/wBSs9OETXs6wrIdqs3TOKmhniuIxJBKkqf3kYEV5t8QdWF7qy2cTZitBtJHdz1/LpXOWV/d6fMJbSd4XHdT1+o70Ae4V538TIyNQspOzRFfyP8A9eun8I61NrelNPcRqssb+WzLwH4znFZvxIs2m0iC6Uf6iTDfRv8A64oA81rovBGnWep6vJBfQ+bGISwGSOQR6Vztb3gq9Sy8SW7SttSQGIk9BkcfrigDv/8AhD9B/wCfAf8Afbf40v8Awh+g/wDPgv8A323+NbdFAGJ/wiOg/wDQPX/vtv8AGl/4RLQv+gcn/fTf41U1bxlaaVrLWM0LyRoo3yRnJVj2x9KdF440KVgpnljz/fiOP0oA2NP0yy0yN0sbdYVc5YAnk/jVqmRSxzwpLC4kjcblZTwRXD3fxDkikkiTTQHRivzyen0FAHd5rP1DRNN1PJvLSORj/GBhvzFcXaeP76S/hW4it0t2kAfapyFzzzmvQ8gjIOQeh9aAOE1X4ejDSaXcnP8Azym/o3+NcVeWlxY3LW91E0UqdVavcK4r4lW8RsrS5wBMJCgPcrjNAHntdf8ADi+MOsTWh+7cR5H+8vP8s1yFdB4GBPim0x23Z/75NAHrNeWeP/8AkZ5P+uafyr1OvLPH/wDyM0n/AFzT+VAHNV6B8M/+PS//AOuifyNef16B8NP+PO+/66J/I0AdxRRRQB5d8RP+Rl/7YJ/WuXrqPiJ/yMv/AGwT+tcvQB3nwx+9qP0T+td7XBfDE/PqI9k/rXe0AFFFFABTTS0hoAQ0w04000AMNc54yP8AxJ5v93+tdEa5zxl/yB5vpSYHmdLSUUwPU/Bv/IuWn/Av5mt9awPBv/IuWv8AwL+ZrfWgCQUtIKdQB5j8Rf8AkY1/64J/WuVrqviL/wAjGv8A1wT+tcrQB3Xwx/12of7qfzNegV5/8Mf9dqH+6n8zXUeI9bOhWkdybYzo77DhsbTjigDXpGCspVgGU9QRkGuI/wCFjw/9A1/+/o/wq1pXjmHUtTgszZtD5zbQ5cHB7dqAL+peDtH1DLC3NvIf4oTt/TpXJa14EvLCF7iylF3Egyy4w4H0716ZSjqKAPBaKt6ssa6tdrD/AKsTPt+mTVSgD2HwjeNfeG7OR23OqmNj67Tj+WK2a5n4fKV8MoT0aVyK6agDyTxz/wAjVd/8B/8AQRWBXQeOhjxVd/8AAf8A0EVz9AHpHwz/AOQTef8AXcf+g12Ncd8Mz/xKLwf9Nx/6DXY0AKOorxHV0MWr3iHqs7j/AMeNe215L42sjZ+Jbk4+SfEq/j1/XNAGBXoXg7w/pOo6BFcXdossxdgWLEdDx3rz2vSPhtdrJpVxa5G+GXdj2Yf4igDW/wCEQ0H/AKB6/wDfbf40f8IfoP8Az4D/AL7b/GtuoL+8i0+xmu5txjiXc23rQBl/8IfoP/PgP++2/wAaT/hD9B/58B/323+NUh4/0Y9Vuh/2zH+NXdP8W6PqFzHbwTuJpDhVeMjJ+tAGxBDHbW8cEK7Y41CqvoBXCfE3/Waf/uv/ADFd9XBfE3/Waf8A7r/zFAHCV0Hgn/kYo/8Arm/8q5+t/wAE/wDIxRf7jfyoA9GaomqZqiekBUm61l6oP3Kn0YVqyjmszVBi2P1FAGWDj867yM5iU/7Irgv8a7uLiJB/sihAeYeMv+RmvPqv/oIrErb8Y/8AIzXf1X/0EViUwPRPhp/yDb3/AK7D/wBBrtK4v4aH/iW3v/XZf/Qa7SgDF8Zf8itff7o/9CFeQ1694y/5Fe+/3R/6EK8hoAdH/rF+or3OP/VJ/uj+VeGJ99fqK9zj/wBWn+6P5UAeR+L1K+KNQz/z0z+grGrqPiFbGHxF5uPlniVvxHB/lXL0Aem/Dls+H5F/u3DfyFdXXD/DO4U299bE/MGWQD2xj/Cu4oA8v+If/Iyn/rgn9a5et3xlfR3/AIjuHhOUjxED67ev65rCoA9A+Gf/AB73/wDvJ/I10viSMy+HdQQdTCx/LmuZ+Gf+ov8A/eT+tdrNEJoZIm+7IpU/iMUAeF0VNd272t3NbyDDROUP4GoaAFZizFmJJPJJ70AEnAGTQqlmCqCSegHeu48HeEZhcR6jqcRjRDuihYcsexI7CgDqfC2mtpWg29vIMSsPMkHox7fgMVe1Czj1CwntJfuTIVJ9PQ1ZooA8NvbSWxvJbWddskTFWFQA4ORXqHjDwsdZUXdmFW8QYIPAkHp9a81urW4s5mhuYXikXqrjBoA7LQ/H3kW62+qxPKUGBNH1I9x/WrGqfEKLyGTS7d/NIwJJcAL7gd68/ooAfLK80ryysXdyWZj1JpYIZLieOGJS0kjBVA7k0QQS3MqxQRtJI3RUGSa9G8H+Em0xxf6iB9qx+7j6+X7n3oA6bT7UWOn29qp/1Map+IFeYeN9LbTtelkA/c3P71D/ADH516xWV4i0OLXdONuzbJUO6KTH3T7+xoA8brsPDvjd7CBLTUY2mhQYSRfvqPQ+orndU0e+0icxXkDJzw45Vvoao0AeozeO9FjiLRtPK2OEEeP1NcN4i8QT69dK8iiKGPIjjBzj3Pqax6KACu2+G2nF7y41Fx8sS+Wh9WPX9P51j+H/AArfa1IrlTBaZ+aVh1/3R3r1LT7C302yjtLVNkUY49Se5PvQBZrzH4iQmPxCsn8MkKkfhkV6dXNeNdCk1fT0ltV3XNvkhe7r3FAHllbPh/xHcaCZhDEkqS4JVyRgjvxWQ6tG5R1KspwVYYIptAHdQfEO4mnji/s6IF2C58w9zXfdK8P0/wD5CNr/ANdU/mK9xPU0AeYfEZCviJWI4aBcfrXKV6h460GXVLKO6tEL3FsDlB1dPb3FeYEEEgggjqDQBs+GNffQb5pTH5sMq7ZEBwfYj3ruF8e6IVyTcKfQx/8A168tooA90tbhLq1iuIs+XKodcjBwalqjof8AyA7H/rgn8qvUAJSGlpDQA00w040w0AMaud8Yc6NL9DXRNWB4sXdo8n4/ypAeYUUUUwPU/Bv/ACLlr/wL+ZrfWuf8Gf8AIuWv/Av510C0ASCnCminUAeY/EX/AJGNf+uCf1rla6r4i/8AIxj/AK4J/WuVoA7r4Y/67UP91P5muu1/TRq2jXNn/G65Q+jDkVyPwx/1uof7qfzNd/QB4RIjRyMjqVZTgg9QaI3aKRZEYq6nII6g16F4y8JPeSNqOmpmY8ywjq/+0Pf2rz10aNyjqVZTgqRgigD0bR/H9nJbKmqK8M6jBdF3K/v7VFr/AI8tTZvBpG95pAV85l2hB7eprzyigBc5OTToonnlSKJS0jkKqjuTTre3muZlht4nlkbgKgyTXo/hDwl/ZbC+1AA3ePkj6iL/AOv/ACoA6DRbAaZpFrZ8FokwxHdjyf1q7RRQB5Z8QYjH4mdscSRI36Y/pXM16b480GbU7WK8tELzwAhkHVk68fSvMyCCQRgjqKAN/wALeJm0CSRHh863mILAHDAjuK6y4+IWlxhfJguJSevAXFeZ0UAe62s6XVrFcRZ2SoHXPXBrl/iBo7X2mJewrmW1zuA6lD1/Lr+db2hKV0KwDdRbp/KrxAYEMAQRgg96APBqu6Tqlzo98t1aMAw4KnkMPQ10PifwbcWMsl1psbTWhO4ovLR/h3FckRg4NAHpVr8QdMktw1zFPFMByiruBPsa5vxL4wm1qH7LBF9ntc5YZyz+mfb2rmKKACul8B6e934gjnCnyrUeYx9+gH+fSs3R9Bv9amC2kJ8sH5pW4Rfxr1XQtGg0TT1tofmYndJIRy7f4UAaFcF8Tv8AWaf/ALr/AMxXfVwPxO/1mn/7r/zFAHCVv+Cf+Rii/wBxv5VgVveC2VfEUO4gZVgPyoA9JaoXqZhUL0gKz9azdW/49m+o/nWmw5JrL1g4tPq4oAykG5lHq4H613Y4UCuJsk8y9tk9ZB/Ou270IDzLxqhXxJcEj7wUj8qwa7zxzos1yU1C2QybF2yqoyQOxrhMGmBv+FPEf9gzyrNG0ltNjcF6qR3Fdpp3jC01TVYbG0gl/eAku/GMDPSvK8V0HgbjxRa/R/8A0E0Ad74xP/FL33+6P5ivIq9c8Yf8ivff7o/mK8joAcn31+or3OP/AFaf7o/lXhiffX6ivc4/9Wn+6P5UAc5460kahozXMaZuLX5we5X+If1/CvLa93IBBBGQeCD3rzzX/AtxHK9xpOJomOfJJwy+w9RQBy2m6jdaXdrdWcnlyLx6gj0I9K2b7xvrF5bNAHigVhhjEuGP49qw57G7tnKz200bDsyEVJZ6XfX0gjtbWWQnuFOB+NAFOlrR1rSJdFuo7ed1eRow7bei57e9Z1AHffDL/U34/wBpP613FcP8M/8AU3/+8n9a7igDzn4haQbe/XUol/dXHEmOzj/EVx1e4X1nBqFnJa3Kb4pBgj09x715Zrvha/0m4wsb3Fux/dyouc+xHY0Ael6doGl6WQ1pZor/APPRvmb8zWjSnr+FJQAUUUUAFVr7T7TUYvKvLeOZe24cj6HtVmigDl5/AWiynMf2iH2V8j9aSDwDo0bAyG4m9mfA/QV1NFAFSw0yy01Nllaxwg9So5P1PWrdFFABRRRQAyeGK4haKeNJY26o4yDXO3ngXRbli0aS2xJ58puPyNdLRQBxyfDrTg+WvLll9MKK17Dwno1gweO0Erjo0x3n8ulbVFAAAAAAMAdAO1FFFABRRRQBQ1DRNN1M5vLOOR/7+MN+YrLPgbQic+RN9PNNdHRQBjWvhPRLSRZI7FS6nILsWwa2aKKACsy/8PaTqMplurKNpD1dcqT9cVp0tAGCPBugg5+w5+sjf41KvhTQ16abEfqSf61sUUANijSGJY41CogCqo6AU6iigBKQ0pppoAaaYaeaYaAI2rL1yPzdLmGM4Ga02qtcx+bBIn95SKAMbTNH0u4sopGsICxHJ296vL4f0j/oHW//AHzVXw65+zPCesbVuJSQBbW8VtCsUEaxxr0VRgCrK1GtSCmA8UopBTqAKV5o2m383nXdnFNJjG5xk4qD/hGtE/6Blv8A981q0UAVLHS7HTi5srWOAv8Ae2DGat0UUAFZ+paJpuqc3tokj9N44b8xWhRQByU3w90p2zHPdRD0yD/SpbfwDo0RBkNxP7M+B+ldRRQBWsdNstOTZZWscIPUqOT9T1qzS0lABRRRQAVm3/h7SdQcyXVlG0h6uvyk/lWlRQBzv/CD6Duz9mk+nmnFW7fwvolsQ0enRFh0L5b+da9FAAAAAAMAdAKWiigBKytR8NaTqbF7mzUSHrJGdjH8uta1FAHJN8PdJLZE90o9NwP9Kt2ngnRLZgzQPOR/z1fI/IV0VFADY40ijWOJFRF4CqMAUtLSUAFVruwtL0qbq2im2fd3rnFWaQ0AZjaHpQ/5h1t/37FNTStPgkEkNlBG69GVACK0WqF6AIWqB6neq79aQET8LWJrb/u4k9XzW1OcLXP6qwa9ij/urk0gJtDiD6pGe0alv6V1QrA8Nx/NPMR6IP51vrTQEi1n3Xh3Sbxy89jEXPVl+Un8q0Fp4pgYa+DdDBz9kY+xkatGy0bTdPcSWlnFFION4GW/M1dFLQAy4t4bqBobiNZIn+8jDg1Q/wCEb0X/AKBlv/3zWnS0AZf/AAjWi/8AQNt/++a1AAAAOgoooAjnuYLZd080cS+rsBWPeeMdEtMj7X5zDtCpb9elcZ4/s3t/EDTHJjuFDrnpnoR/n1rmKAPZtI1aHWrAXcCMqFiu18EjFXSeMdq808G+JIdHMttebhbykMGUZ2N9PSuwufFWjw2rTLeRykDIjT7zH0xQBxvj+QP4iKg/chQH+f8AWuZqzqF5LqF9NdzHLytuPt7VWoA9C+GkZFleydjIqj8BXa1z3ga0Np4bhLDDTMZfwPT9BXQ0AFA4oooAeetJSmkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKaadSGgBhqNqkNMagCJqiapWqJqAMO0/0XXbiI8LJ8w/GugSsLWUMVzbXa/wnY1bUDh41YdxUoCwtPFMWpBVAOFOFNFLQA6iiigAoopaAEpaSloASlpKWgBKKKKACiiigAopaSgAooooAWiiigAooooAKKKKACiiigBKaadTWoAjY1E1SMaiY0AQvUP8WfSpXNRHhaQFWc5OK5qWQTahcP1A4Fb19MIoZJCfujj61haTAbidVx99tzfSkCOn0iDyLCMEYZvmP41oLUSgAYHQVKtUBItSCmLTxQAopaBRQAtFFFABS0lFAGX4i0SLXNOMDkJKnzRSf3T/AIGvKdR0270y5MF5C0bjpno3uD3r2qobuztr6Ew3cCTRns4z/wDqoA8Qor0q88AaZM+62mmt/wDZ++P15qqPh1b551GXHtGP8aAOBVSx4Fbvh3wxdavcJI6NHZg5eRuNw9B612uneC9IsmDuj3LjvKePyFdCqqihVAVQMAAYAoASNFjjVEUKijAA7CnUUUAFLSUooAeaSlPWigBKKWigApKWigApKWigBKKWigBKKWkoAKKKKACiiigAooooAKKKKACilpKACilpKACilooASilpKACiiigBKQ0tIaAGmo2FSGmNQBE1RNUzComoAp6hB9os5I++Mj61FodwZLfY330OCKukVkZNhqm4cRy/zpMDolqQVDGwZQR3qYUAOFKKQUtMB1FJS0AFLRRQAUUUUAFFFFABRRRQAUlLRQAUlLRQAUUUUAFFFFABRRRQAUUUUAFFFJQAhprU41GxoAYxqFjUrGoXNAETcmopjhal96qzsCTnoOTSAxNel/dRwjq5yaueH7bZE0xHJ4X6Vk86lqrkcqpxmurgjEUSoowFFJASrUq0xakUVQDxTxTRTxQAtFFFAC0UUUAFFFFABRRRQAUUtJQAtFJS0AFFFFABRRS0APPWig0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUUtFACUhpaSgBpphqQ0w0ARsKiYVMwqNhQBA1UdRt/PgIH3hyDWgwqJxkUgINHu/Ni8t+HXjFa4rmJg1leCZOEY8+3vXQWs6zxBgee4oQMsinU0U4UwFpaQUtAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIaKQmgBpNRsacxpjGgBjGoWOTUjGo/ekIZIdqVg6zdskYt4eZZDg4rR1G8W2iZ2PI6CsrTrR3kN5cA7m5UH+Eev1pMZZ0axW3UAjLdWPvW0BVe1TEe49W5q0opoByipFpqipAKYCinCkFOoAKWkpaACiiigAoopaAEpaKKACiiigAooooAKKKWgBKWiigCQ9aSlPWkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWkoAQ0006kNAEbCo2FTEUwigCuwqJhVhhUTCgCncwiWMqR1qlp88llP5T5IHQnuPStRhVK7t/MXjgjoaTA3IpFkQMpyDUorA069aFtr/wDAh/UVuo6uoZTkHoaAH0tIKWmAtFFFABRRRQAUUUUAFFFFABRRRQAUUtJQAUUtJQAUUUtACUUUUAFFFNJoACaaTQTTSaAGk0xjSsajY0gGnmq91MsMRZjgCpZpVhQs5xWTFBJrU5d8rZIeT08z2Ht70hDdPtn1S7F3OP8ARkb92p/jPr9KuyISwTux5+laKqkScAKiDgD9BVOIeY7SHvwKLFIlUYHFSAUiipAKoQqingUgFPAoABS0AUuKACiloxQAlLRRQAUUtFACUUuKKAEopaKACiiloASilooASloooAeetJVIyvn7xpPNf++aAL1FUfNf++aXzX/vmgC7RVLzX/vGjzX/ALxoAu0VS81/7xo81/7xoAu0VS81/wC8aPNf+8aALtFUvOf+8aPOk/vGgC7RVLzpP7xo86T+8aALtFUvOk/vGjzpP7xoAu0VS86T+8aPOk/vUAXaKpedJ/eNHnyf3qALtFUf 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" alt="Езу нәтижелерін бағалау"></p> <table> <tr> <th>Сұрақтар</th> <th>Мағынасы</th> <th>Синонимдері</th> </tr> <tr> <td>Езуді нәтижелерін бағалау</td> <td>Езуді оңтайлы түсіну және бағалау</td> <td>Езу процесін қарап бағалау, езу бағалау, езу қаптамасын бағалау</td> </tr> <tr> <td>Езу нәтижелері</td> <td>Езу кезінде жеті нәтижелер</td> <td>Езу қалыптары, езу керектелген элементтерге келетін нәтижелер</td> </tr> <tr> <td>Өтеушілер</td> <td>Езу қалыптарын жетілдірушілер</td> <td>Езу зерттеушілері, езуге арналған нәтижелерге жетушілер</td> </tr> </table> <p>Езу нәтижелерін бағалау – бұл езу процесіны орындайған оқушылардың құзғылт санын анықтау және пайдалы мазмұнымен меңгерту үшін аталатын өзара академиялық жұмыс. Мағынасы езу нәтижелері мен оларды бағалау пайда болып отырған жұмысушыларды теориялық және практикалық түсіндіретін езу зерттеушілер мен используемые өтінімдер мен әдістер сипаттамаға арналған езу керектелген элементтерін белгелеу.</p> <h2>Сұрау-жауап:</h2> <h4>Мені зерттеу мақсатынан тыс жатқандардың шеңбердік саны қалай саналады?</h4> <p>Зерттеу мақсатынан тыс жатқандардың шеңбердік санының артық нөсер емес, бірақ кітаптарға қанағаттана беру орталығында мәні тұтынуы мүмкін.</p> <h4>Өркендеуге көшеуге бейімді заман аймақтарында жататын кітаптардың жұмыс зерттеушілерін іздеуге болады ма?</h4> <p>Өркендеуге көшу кезінде кітаптарды жұмыс зерттеушілерін іздегенде, бейімді заман аймақтарында кітап көшіру жазушыларының жұмысы туралы ақпарат алуға болады.</p> <h4>Менің белгілі бір тақырып оқылым курсына кітаптарды жазушыларын іздеу керек пе?</h4> <p>Егер сіз оқу курсында белгілі бір тақырып оқимысына байланысты кітаптарды іздеуді қалайтынсыз бағалауыңыз келген болса, ал тақырып туралы кітаптар жазушыларын іздеу қолданылуы маңызды болады.</p> <h4>Сондай-ақ, кестелі басылған кітаптарды іздеу арқылы маған көп мәлімет беретін біреу әлі көшкенім жақсы ықтималды деді ме?</h4> <p>Әуелдігінше, сіз кестелі басылған кітаптарды іздейдігіңіз кезінде, дұрыс кітаптарды таңдауыңыз мүмкін. Бірақ кітаптардағы ақпараттың толықтығын тексеруге жататыніңізге көмек көрсететін атірлер мен бос жақтарды іздеушілерін пайдаланыңыз.</p> <h4>Курс жұмысы үшін кітаптардың жұмыс зерттеушілерін іздеу немесе не алады?</h4> <p>Курс жұмысы үшін кітаптардың жұмыс зерттеушілерін іздеу процесі пәлдеме жұмыс емес, өйткені кітапты жазушы өзі білікті және сараптаманың деңгейінен тиесілі. Энді, кітаптардың жұмыс зерттеушілерін іздеу үшін интернет желісінде бірнеше ресурстар бар: бірінші рет кітап сатып алу, әрі басқа адамдармен байланыстырып, нақты мәселелерді талдау жасау керек.</p> <h2>Бейне:</h2> <h3>Информатикс сайты — informatics.mccme.ru</h3> <p><iframe width="750" height="420" src="https://www.youtube.com/embed/KEE-BudZBnE" title="Күрделі тексеру: курс үшін кітаптардың жұмыс зерттеушілерін іздеу" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen></iframe></p> </div> <nav class="post-navigation "> <a href="https://doctornauk.com/stati/kursovaya-rabota/mgimo-da%d2%93i-tarix-k%d2%afndeligi-turali-kurs-isi/" class="nav-item-prev"> <figure class="ct-image-container "><img width="300" height="300" src="https://doctornauk.com/wp-content/uploads/2024/03/mgimoda-tarih-d29bonad29btarymen-kursty-d29barajdy_7825-300x300.jpg" class="attachment-medium size-medium wp-post-image" alt="" 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