
حالتون چطوره ؟

لغزنده رو به موقعیتی حرکت بدین که بهترین توصیفکنندهی روزتون تا این لحظه باشه
(اگه ماتریس یه موجود زنده بود، چه اخلاقی داشت؟ (صبور و منطقی؟ بازیگوش و کنجکاو؟ یا مرموز و ساکت

[center][color=#ff0000][b][/b][/color][/center][color=#ff0000][b]قبل از اینکه مغزتون رو روشن کنیم، یه لبخند بزنید... چون قراره با هم یاد بگیریم و حال خوب بسازیم [/b][/color]
محاسبه دترمینان ماتریس های ۳×۳ به روش بسط
یادآوری :محاسبه دترمینان ماتریس های2×2

«دخترای پرتلاشم، آمادهاید محاسبه دترمینان رو از یه زاویه جدید ببینید؟»
محاسبه دترمینان با بسط نسبت به سطر اول
برای محاسبه دترمینان از روش بسط نسبت به سطر دوم کمک بگیرید
[right][img]data:image/png;base64,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[/img][/right]
بسط نسبت به سطر دوم
محاسبه دترمینان به روش ستاره ای
یه سوال از مبحث دترمینان طرح کن
پرسش پایانی
[*]«از درس امروز، چه چیزی برات جالب یا تازه بود؟»[br][/*][*]«کدوم بخش از فعالیتها بیشتر توجهت رو جلب کرد؟ چرا؟»[br][/*][*]«اگه بخوای یه چیز از امروز رو برای دوستت تعریف کنی، چی انتخاب میکنی[br][/*]