ІІІ. Дамыту кезеңі.
Есептер шығару:
Тақтада орындалатын тапсырмалар: №297,№298
№300, №299
№297
1) бер: шешуі:
Cos![](data:image/png;base64,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) sin2![](data:image/png;base64,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)
T/k: sin![](data:image/png;base64,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)
sin2![](data:image/png;base64,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)
Жауабы: ![](data:image/png;base64,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)
2) sin![](data:image/png;base64,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) cos![](data:image/png;base64,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)
T/k: cos![](data:image/png;base64,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)
Жауабы:
№298
![](data:image/png;base64,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) Жауабы: 1
2) (1+![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAAZCAYAAABtnU33AAAACXBIWXMAAA7FAAAOxgFsQb88AAADo0lEQVR4nO1YO5KqUBA9t2qWAgbWrABXACYTmU6GISSTGZqZYAiZqZGJsgJZgWUg7KVf972gojD+Z6reex04oni7T/fp0828ERH+JXv77QB+2l4EOKWh8pBUl/4KFLvqNb5usxcAFrBjdHMCWVBIh6S8MaZfLgVy/cv2AsCuisk9XNpdONjcfVox7ZEdvmNFMfjUhxP28h4ulnMgmuHe6lrBWlEgrFEYRzmtA+sh0DXA6VCRt4mQrwNYT8im0Nnejrh/HwvSsGbFoG308BjoA+BiSmNWGSfqPwWspqIG+yyxYtArn/XgE9P++m49YMAFTXs2wqz8JLShQvBwdhDl6wYqnitw3h3jEzPsM7+vrLu/HiJG7DYEyYnu2SGy/XGk79NsS/x677of8NnzfFkg4MC+t0o86xgYsKWCNaF/jThUwR2NGQnMDiU51sGRJ+lIoBLstxp/FTfEJAqeMKtykCRLzv+corCh2Sa/qcfiqg8flMyXKIKAmph4YJaNrvOOjlVn257S+ZZz7Axgf5cxAetwj8cHFba7Dr+ag6ugYt7eGuCdJ8/TqA7MsDp4z8aYTKD9zNzzn2l/yRzLIkBjkfszUGcCpUoOqjKhX+wSoLcKzEK+9zvt/ZsuNI39UV3QLieqBS+rdyZt83WKKkOSCGOahdPqvPNr+5izLE5eblrScTJkmYNBn09iWkt+DOBip4/wPxpSWlpqMoL6LSZRtwtdQcu5JCpCv6FKzsUxlmGbC7qGOKX3wS3HJZ32Jhjx311P8WERyfQxgPOtzvagtUwF7SQjTrdeyarqnUsCcmo5hBinjCqmYz6Pq9uUhZo56LbE6sakjHCktM046MICa5QKyu814EKjOe7Da6wSp3bnNxn39KceFf63cZhYr7GTja+0o8Vjgx13tWsZWiw+6GiMWIpbh5BsYZgko2yBbsQCEt6aKDFRUHG5YyFxWW1TDO0tRisfnlcCY2WtjbrSjGY0t8I1pgFb/QGcMOQRrBCyklWz8PhGN17BTzx4ylRVZnRnokTF7thxeRTOIpqz6ts89KWqZhym/M74EGU936ju1YwTwLywKt5dWm45DHAeNyo+/lw7v5PPjT5dfDvStGZc0+PtdvHhIR3yViWz98TH9QLzLDOaIZV/5DHzuqelrOrdyjevjiwwjzq/3sw6u2mk+W12EbAb54g2dtm71aooPUw/AvbwPKyp/hPPw2bXbuvwV5t5Hn7eef//ife32z8H+A9ICdcom362zQAAAABJRU5ErkJggg==) ![](data:image/png;base64,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) Жауабы: cos2 α
( ![](data:image/png;base64,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) Жауабы: sin2α
№300
Бер: ![](data:image/png;base64,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) cos![](data:image/png;base64,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)
180![](data:image/png;base64,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) ctg![](data:image/png;base64,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)
T/k: ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAAWCAYAAAB+F+RbAAAACXBIWXMAAA7GAAAOxAHY468QAAAC+klEQVR4nO1WO3LiQBB9U8VRJAcUJ5BPMHJCREomQikhc0hGAqGUkRKRGJ1AnIAisHSX3u6Z0UoCeWtZsLfK+EWq1nz69ef1DIgIj4LB/3bgK/FD9rviarLV+pn8BFiVBWIP6hN8ug35jFSYdUzRnpBqqKvJlqeDbMeTdy/v7ohqTc9MNFiVKGKPE5HTTIXIQv7cE11NVqekKP0MT+8AL1YFxS2DVvNVQFlywPG9epyeHXEptshWtH72kRzaSyLOfgoNKNur9mfdA/KdzxTZFqnX5jClI6ZghbKIwRXf7W0pN278+qr6PHtWc+ftFCt62x6MH3P9W6Ac0dEeVGhl/bFCVMOLC1VCbCOMdbPn9Eqg8QwqPOI9X2MRnvDKD5U0F1uCZR4LkQZOQKSvSPpKiE/XqHzQIhPi9yIqdy05eQGLqQ24I1tCdCeY+A25lwmCLeC39pZ2kbN5Ki7c6ysHfxyQLCYoOSsuk2wLMGwf4ASEGTkBkWOeMDossFzyCZyBTTswt8DcdexMDUfWxzAAsmSJPE7JRFaavejspvcjpPgvyrIyPziCm6ZkrW3UUe3qbcsh4XXzc0YHZFmTAbE07fEXuGgXrrppIvOxMx4dWc7SZkVbrttQmRKj35FvPIWUf/R67mjTFy/euW3Sqoy+dW1/Nx3HblN9qdQAk033okagnGybiCY+1IkHU6obwuXJZGXi4wyuBVYvrch+bEPUrYxqvWAx46z2ReCfoZWpzzMMTG0vn1A4YhLRcihCtEOeaqrFIt9JTfU8JvKdUd6o/aPP1ge+e5p83SNlYDKWbbGea7Jl1FeCDsHQ2CT7u7EdF3W/Di8XW5uo724MSq0u8HRHBU2ejCiflXsfIQztDpkAU2xw0ULXon4yshC2q3MAf8huZUh8hcQoKHrnox5HomDwVdKZs1ahz/pQjzlX7szWhbUuyBntucx0a624negfMLh8Yn0AnSrqUQwjJJdW7hkOyLm59y6N3rW34ANfH+a5KPgh+13xUGR/AVKzmq+ZRVVlAAAAAElFTkSuQmCC) ![](data:image/png;base64,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)
ctg![](data:image/png;base64,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) Жауабы:
Орындарында орындалатын тапсырмалар: №300, №301, №302
(3 топтың оқушылары болғандықтан өте жеңіл тапсырма беремін)
Достарыңызбен бөлісу: |