What is the monotone decreasing interval of the function y = e ^ xsinx in (- π. π)?
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Is y = xsinx a decreasing function
Y '= SiNx + xcosx, obviously not always greater than or equal to 0, not a decreasing function
If SiNx = cos2x, then TaNx =?
sinx=cos2x=1-2sinx*sinx
2sinx*sinx+sinx-1=0
(sinx+1)(2sinx-1)=0
SiNx = 1 / 2 or - 1
Cosx = + √ 3 / 2 or - √ 3 / 2 or 0
TaNx = + √ 3 / 3 or - √ 3 / 3 or absent