1 / 10
00
Select the interval on which f(x)=sinsinx3f(x)=\sin\sin\frac{x}{3}f(x)=sinsin3x is decreasing?
[3π2,3π]\left[\frac{3\pi}{2},3\pi\right][23π,3π]
[π,2π][\pi,2\pi][π,2π]
None of these
Select the interval on which f(x)=sinsinx2f(x)=\sin\sin\frac{x}{2}f(x)=sinsin2x is decreasing?
[0,π2]\left[0,\frac{\pi}{2}\right][0,2π]
Select the interval on which f(x)=5+sinsinx2f(x)=5+\sin\sin\frac{x}{2}f(x)=5+sinsin2x is decreasing?
Is the sentence true or false?
h(x)=sinsinxh(x)=\sin\sin xh(x)=sinsinx is increasing on [0,5].
True
False
True or false : The sine function is symmetric on they=x.y=x.y=x.
True or false : The sine function is symmetric on the origin.
At what quadrant does the graph of f(x)=sinx lies if −π<x<0 ?f(x)=\sin x\ \ lies\ if\ -\pi<x<0\ ?f(x)=sinx lies if −π<x<0 ?
Quadrant I
Quadrant II
Quadrant III
Quadrant IV
True or false : The sine function is an odd function.
false
At what quadrant does the graph of f(x)=sinx lies if −2π<x<−π ?f(x)=\sin x\ \ lies\ if\ \ -2\pi<x<-\pi\ ?f(x)=sinx lies if −2π<x<−π ?
At what quadrant does the graph of f(x)=sinx lies if π<x<2π ?f(x)=\sin x\ \ lies\ if\ \ \pi<x<2\pi\ ?f(x)=sinx lies if π<x<2π ?
It is done.