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Complete function table from the equation of sine function:
f(x)=2sinxf(x)=2\sin xf(x)=2sinx
1
4
2
f(x)=sinx.f(x)=\sin x.f(x)=sinx.
-1
0
h(x)=sin2xh(x)=\sin2xh(x)=sin2x
g(x)=sinxg(x)=\sin xg(x)=sinx
3
12\frac{1}{2}21
h(x)=sinxh(x)=\sin xh(x)=sinx
12\frac{1}{\sqrt{2}}21
g(x)=sinsinxg(x)=\sin\sin xg(x)=sinsinx
f(x)=3sinx.f(x)=3\sin x.f(x)=3sinx.
h(x)=1+sinxh(x)=1+\sin xh(x)=1+sinx
g(x)=2sinxg(x)=2\sin xg(x)=2sinx
8
It is done.
