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第19講三角函數(shù)性質(zhì)與圖象-在線瀏覽
2024-08-09 17:00
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【正文】 ???ā??毿?娢???(III)求?N?灑葥v??????(1)求函數(shù) EMBED 的值域;???????灑?????????焀甀愀琀椀漀渀?????ā?萀v???上最小值;???????灑?????????焀甀愀琀椀漀渀?????ā?萀????[解析](1)令??????????????焀甀愀琀椀漀渀?????ā??(2)原函數(shù)等價(jià)于??????????焀甀愀琀椀漀渀?????ā??*∵x∈R?? EMBED ?????????????焀甀愀琀椀漀渀?????ā??瓿?刢??*??????????????焀甀愀琀椀漀渀?????ā??若y≠1?????秿?????*4(y????攀〢?????????焀甀愀琀椀漀渀?????ā??????????焀甀愀琀椀漀渀?????ā?攙礢?????礀攙??*?禂???*?jiǎng)tt=0????*∴函數(shù)值域?yàn)閧y| EMBED ≤y≤3}.?????嬀?邋嵧?謀????????灑????蒍???恾?*也是學(xué)習(xí)三角的重要基本功?鏗齞?豾?k筎頊蒘?????【例4】 設(shè)0≤θ≤π?替????猀椀渀?挀漀猀????最????挀漀猀?猀椀渀???暫???萀v???0?????慦ā戰(zhàn)?*g(θ)的最大值、最小值分別為c、d??試比較a、b、c、d的大小.?嬀邉嵧??〢攙?搃?????* EMBED ??攙撟漀猀?搃ㄢ??????????焀甀愀琀椀漀渀?????ā???耊在(??????????焀甀愀琀椀漀渀?????ā???????????焀甀愀琀椀漀渀?????ā??藿祑?猀椀渀碭唀??麐?*???*sin1≤sin(cosθ) ≤sin1, ∴a=sin1, b=?珿椀渀????∵0≤sinθ≤1 EMBED ,??字 ???????????焀甀愀琀椀漀渀?????ā??????????焀甀愀琀椀漀渀?????ā?蔀祑?挀漀猀碭唀????*??撟漀猀?攙撟漀猀?猀椀渀???攙ㄢ?猀捓???*d=cos1。??碭??挀漀猀?碭萀v?捜桫杔是 ???*函數(shù)y=sin EMBED +cos EMBED 在(????*2π)內(nèi)的單調(diào)遞減區(qū)間是 ???*函數(shù)f(x)=cos(x+2θ)+sin(x???????灑?*?jiǎng)tθ= ?? ?*已知a EMBED ,則f(x)=(sinx+a)(cosx+a)的最小值為 ???咉須??????*已知函數(shù) EMBED ????????晬?碭?萀駛????(2)判斷f(x)的奇偶性;???????峿??灑晥?碭????宕?* EMBED ??????????焀甀愀琀椀漀渀?????ā?崀?上的圖象;?????????灑葥啶?????12??聓??????????焀甀愀琀椀漀渀?????ā??13???上述函數(shù)的最小正周??(1)y=cotx?瓿愀渀碭?????????????????秿???*8cos2x +8cos4x.????*已知 EMBED 的值.????*設(shè)函數(shù):??????????焀甀愀琀椀漀渀?????ā?萀v?捜桫杔為π??華晟?碭?萀駛????????????焀甀愀琀椀漀渀?????ā???*值域?yàn)閇???*10]??慬ā戰(zhàn)萀?????《答案?邉?《??一、1??????*B 3??????*A 5??????*B ?諛???*π 8?壽?* EMBED 2π]?????* EMBED 10??????????焀甀愀琀椀漀渀?????ā???11??????????焀甀愀琀椀漀渀?????ā??(1)∵cosx≠0??騢???筎碭?簀碭懷歡???????????焀甀愀琀椀漀渀?????ā??毿?娢?緿???????????昢??*x)= EMBED =?替?碭??*∴f(x)為奇函數(shù);?????????????????????嗿??麐?????欀??* EMBED ,2kπ+ EMBED );單調(diào)遞減區(qū)間是(2kπ+ EMBED ??欀???????????焀甀愀琀椀漀渀?????ā???毿?娢???12?????????????焀甀愀琀椀漀渀?????ā??13?????????????焀甀愀琀椀漀渀?????ā??∵原函數(shù)的定義域是 EMBED 即 EMBED (k∈Z)???灑葥駛??W??*??鼢?灑葥v?捜桫杔T= EMBED .????????????????焀甀愀琀椀漀渀?????ā??(x∈R)???灑葥v?捜桫杔T= EMBED .????*①當(dāng)n=2k(k∈Z)時(shí)??????????焀甀愀琀椀漀渀?????ā??②當(dāng)n=2k+1(k∈Z)時(shí)?? EMBED ????*?????????????焀甀愀琀椀漀渀?????ā??綜??*a=2, b=0或a=???戀?????PAGE ????倀????????????????????倀?爀甀猀梔???ā???????????倀?爀甀猀梔???ā???????????倀?爀甀猀梔???ā?????