题目内容
求下列函数的导数:
(1)y=;
(2)y=sin2(2x+);
(3)y=x.
(1)y=;
(2)y=sin2(2x+);
(3)y=x.
(1) (2)2sin (3).
(1)设u=1-3x,y=u-4.
则y x′="y" u′·ux′=-4u-5·(-3)=.
(2)设y=u2,u="sinv,v" =2x+,
则y x′="y" u′·u v′·v x′=2u·cosv·2
=4sin·cos
=2sin.
(3)y′=(x)′
=x′·+x·()′
=+=.
则y x′="y" u′·ux′=-4u-5·(-3)=.
(2)设y=u2,u="sinv,v" =2x+,
则y x′="y" u′·u v′·v x′=2u·cosv·2
=4sin·cos
=2sin.
(3)y′=(x)′
=x′·+x·()′
=+=.
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