Home
Class 12
MATHS
Prove that .^(n-1)C(3)+.^(n-1)C(4) gt .^...

Prove that `.^(n-1)C_(3)+.^(n-1)C_(4) gt .^(n)C_(3)` if `n gt 7`.

Promotional Banner

Similar Questions

Explore conceptually related problems

Prove that if ngt7 then .^(n-1)C_(3)+.^(n-1)C_(4)gt^(n)C_(3)

If .^(n)C_(3)+.^(n)C_(4)gt.^(n+1)C_(3) then

Prove that: .^(n-1)C_3+^(n-1)C_4gt^nC_3, if ngt7

If ""^(n-1)C_(3)+""^(n-1)C_(4)gt""^(n)C_(3) , then

If ""^(n-1)C_(3)+""^(n-1)C_(4)gt""^nC_(3) , then

If ""^(n-1)C_(3)+""^(n-1)C_(4)gt""^nC_(3) , then

Prove that "^(n-1)C_3+ ^(n-1)C_4 > ^nC_3 if n >7.

Prove that .^(n)C_(1) + 2 .^(n)C_(2) + 3 .^(n)C_(3) + "…." + n . ^(n)C_(n) = n 2^(n-1) .