Sum of Binomial Coefficient Series

Properties OF Binomial coefficient || Series based question || Summation OF series based question

Problems on Series Involving Product of Two Binomial Coefficients

Problems on Series Involving Product of Two Binomial Coefficients

Series Involving Product of Two Binomial Coefficients

Series Involving Product of Two Binomial Coefficients

Properties Of Binomial Coefficients|Exercise Questions|OMR

Sum of the binomial coefficients in the expansion of ((2x)/(3)+(3)/(2nx^(2)))^(n) is equal to 64. The term independent of x is

In the expansion of (3^(-x/4)+3^(5x/4))^(n) the sum of binomial coefficient is 64 and term with the greatest binomial coefficient exceeds the third by (n-1), the value of x must be 0 b.1 c.2 d.3

Sum of binomial coefficients odd binomial coefficients even binomial coefficients