a) \(\frac{\pi n}{4}\)
b) \(\sum_{i=0}^{i<=n}\frac{(-1)^i c_{2i}^n}{2i+1}\)
c) πn
d) \(\frac{\pi}{2n}\)
Let f(x)=\(\frac{e^x \times sin(x)}{x}\) and let the nth derivative at x = 0 be given by y(n) Then the value of the expr
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answerhappygod
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Let f(x)=\(\frac{e^x \times sin(x)}{x}\) and let the nth derivative at x = 0 be given by y(n) Then the value of the expr
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