Binomial TheoremHard

Question

The value of the expression is .

Options

A.2¹⁰

B.2²⁰

C.1

D.2⁵

Solution

= (¹⁰C₀ +........+ ¹⁰C₁₀)
= 2¹⁰ × = 1

Create a free account to view solution

View Solution Free

Topic: Binomial Theorem·Practice all Binomial Theorem questions

More Binomial Theorem Questions

The coefficient of the middle term in the binomial expansion in powers of x of $(1 + \alpha x)^4$ and of $(1 - \alpha x)...Given that the term of the expansion (x1/3 - x-1/2)15 which does not contain x is 5 m, where m ∈ N,then m =...If (1 + x − 2x2 )6 = 1 + C1x + C2x2 + C3x3 + ....+ C12 x12, then the value of C2 + C4 + C6 + ...+ C12 is -...If an =, the value of is :...The sum of the coefficients of $x^{499}$ and $x^{500}$ in $(1 + x)^{1000} + x(1 + x)^{999} + x^{2}(1 + x)^{998} + \ldots...