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BINOMIAL THEOREM | BINOMIAL THEOREM FOR ...

BINOMIAL THEOREM | BINOMIAL THEOREM FOR ANY INDEX, IMPORTANT EXPANSION | Binomial theorem for any index, Find the 4th term in the expansion of `(1-2x)^(3/2)`, Show that `sqrt3=1+1/3+(1/3)*(3/6)+(1/3)*(3/6)*(5/9)+.......`, Find the values of x for which `1/sqrt(5+4x)` can be expanded as infinite series, Find the sum `1-(1/8)+(1/8)*(3/16)-((1*3*5)/(8*16*24))+......`, Prove that the coefficient of `x^r` in the expansion of `(1-2x)^(-1/2)` is `(2r!)/[(2^r)(r!)^2]`, Some important series `(i)(1+x)^(-1)` (ii)`(1-x)^(-1) ` (iii) `(1+x)^(-2)` (iv)`(1-x)^(-2)`

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