Home
>
Math
>
Binomial Theorem
Binomial Theorem
Hard
Question
If (1 + x)
n
= C
0
+ C
1
x + C
2
x
2
+ ....+ C
n
x
n
, then for n odd, C
1
2
+ C
3
2
+ C
5
2
+ .....+ C
n
2
is equal to
Options
A.
2
2n-2
B.
2
n
C.
D.
Solution
-
Create a free account to view solution
View Solution Free
Topic:
Binomial Theorem
·
Practice all Binomial Theorem questions
More Binomial Theorem Questions
The largest $n \in N$, for which $7^{n}$ divides 101!, is :...
If x + y = 1, then equals -...
In the expansion of , n ∈ N, if the sum of the coefficients of x5 and x10 is 0, then n is :...
The term independent of x in the expansion of is:...
=...
