I n =∫sinxdx/(1+×) . Integration running form 0 to nπ . Then arrange increasing order I 1 .l 2 .l 3

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I n =∫sinxdx/(1+×) . Integration running form 0 to nπ . Then arrange increasing order I 1 .l 2 .l 3

I_n=∫sinxdx/(1+×) . Integration running form 0 to nπ . Then arrange increasing order
I₁.l₂.l₃

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I n =∫sinxdx/(1+×) . Integration running form 0 to nπ . Then arrange increasing order I 1 .l 2 .l 3

In=∫sinxdx/(1+×) . Integration running form 0 to nπ . Then arrange increasing orderI1.l2.l3

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I_n=∫sinxdx/(1+×) . Integration running form 0 to nπ . Then arrange increasing order
I₁.l₂.l₃