1 / 10
00
Is the sentence true or false?
h(x)=coscosxh(x)=\cos\cos xh(x)=coscosx is increasing on [0,π][0,\pi][0,π] .
True
False
Select the interval on which f(x)=coscosx3f(x)=\cos\cos\frac{x}{3}f(x)=coscos3x is decreasing?
[π2,6π]\left[\frac{\pi}{2},6\pi\right][2π,6π]
[0,3π][0,3\pi][0,3π]
None of these
Select the interval on which g(x)=coscos2xg(x)=\cos\cos2xg(x)=coscos2x is increasing?
[π2,π]\left[\frac{\pi}{2},\pi\right][2π,π]
[0,π2]\left[0,\frac{\pi}{2}\right][0,2π]
All of these
Select the interval on which f(x)=5+coscos x2f(x)=5+\cos\cos\ \frac{x}{2}f(x)=5+coscos 2x is decreasing?
[π,2π][\pi,2\pi][π,2π]
Select the interval on which f(x)=coscosx2f(x)=\cos\cos\frac{x}{2}f(x)=coscos2x is decreasing?
[−3,π2]\left[-3,\frac{\pi}{2}\right][−3,2π]
[0,2π][0,2\pi][0,2π]
Select the interval on which g(x)=coscos2xg(x)=\cos\cos2xg(x)=coscos2x is decreasing?
[π4,2π3]\left[\frac{\pi}{4},\frac{2\pi}{3}\right][4π,32π]
Select the interval on which f(x)=coscosxf(x)=\cos\cos xf(x)=coscosx is increasing?
[−π,0][-\pi,0][−π,0]
[0,π2][0,\frac{\pi}{2}][0,2π]
Select the interval on which f(x)=coscos x3f(x)=\cos\cos\ \frac{x}{3}f(x)=coscos 3x is increasing?
[0,5][0,5][0,5]
[0,3π2]\left[0,\frac{3\pi}{2}\right][0,23π]
[3π,6π][3\pi,6\pi][3π,6π]
Select the interval on which f(x)=coscosx2f(x)=\cos\cos\frac{x}{2}f(x)=coscos2x is increasing?
[2,5][2,5][2,5]
[−2π,0][-2\pi,0][−2π,0]
Select the interval on which f(x)=x2f(x)=\frac{x}{2}f(x)=2x is increasing?
[0,π]\left[0,\pi\right][0,π]
It is done.