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Find the sum of infinite geometric series whose first term is f(x)=(1/1-x^9-7/1-x^7) as x tends to 1 and the common ratio is the limit of function g(x)=tanx-sinx/((ln(1+x))^3) as x-->0 is

Find the sum of infinite geometric series whose first term is f(x)=(1/1-x^9-7/1-x^7) as x tends to 1 and the common ratio is the limit of function g(x)=tanx-sinx/((ln(1+x))^3) as x-->0 is

Grade:11

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