Show that 0 SolutionAs in the I quadrant all trignometric ra

Show that 0

Solution

As in the I quadrant all trignometric ratios are positive, sin x is positive in the given integrals.

So sin ^n and sin ^n+1 also

Since 0<sinx<1

for all n in N,

0<sinn+1x<sinnx

Take integrals from 0 to pi/2

We get the result proved

 Show that 0 SolutionAs in the I quadrant all trignometric ratios are positive, sin x is positive in the given integrals. So sin ^n and sin ^n+1 also Since 0<

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