Question 14 Marks
Find the sum of infinite terms of $1+\frac{4}{5}+\frac{7}{25}+\frac{10}{125}+\frac{13}{625}+\ldots$
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$1,4 x, 7 x^2, 10 x^3, 13 x^4$
$2,4 x, 6 x^2, 8 x^3, 10 x^4, \ldots \ldots$
$\left.S_{2 n}\right)=\left(S_{2 n}-S_n\right)^2$
then verify that $\left[\frac{S}{R}\right]^n= P ^2$.