यदि I(n) = int x^(n).e^(cx) dx, n ge 1 क...

यदि `I_(n) = int x^(n).e^(cx) dx, n ge 1` के लिए, तब `c.I_(n) + n.I_(n-1)` बराबर है

A

`x^(n) e^(cx)`

B

`x^(n)`

C

`e^(cx)`

D

`x^(n) + e^(cx)`

लिखित उत्तर

Verified by Experts

The correct Answer is:

A

Promotional Banner

Promotional Banner

Recommended Questions

यदि I(n) = int x^(n).e^(cx) dx, n ge 1 के लिए, तब c.I(n) + n.I(n-1) बर...
Text Solution
|
If l(n)=intx^(n).e^(cx)dx for n ge 1, then C.l(n)+n.l(n-1) is equal to
Text Solution
|
If I(n)=int x^(n)*e^(cx)dx for n le1 then c*I(n)+n*I(n-1)=c
Text Solution
|
If I(n)= int (e^(ax))dx/(x^(n)), then I(n)=
Text Solution
|
If I(n)= intx^(n) e^(cx) dx for n ge 1, then c, I(n) + nI(n-1) is equa...
Text Solution
|
यदि आव्यूह A इस तरह है A^(2)=2A-I,I इकाई आव्यूह है, तब n ge2 के लिए A^...
Text Solution
|
If n in N and I(n) = int (log x)^(n) dx , then I(n) + n I(n - 1) =
Text Solution
|
If I(m,n)=int (x^(m))/((log x)^(n))dx then (m+1)I(m,n)-n.I(m,n+1)=
Text Solution
|
If I(n) = int x^(n) e^(-x) dx prove that I(n) = -x^(n) e^(-x) + nI(n-1...
Text Solution
|