The value of log(5)5 + log(5)5^(2) + log...

The value of `log_(5)5 + log_(5)5^(2) + log_(5)5^(3)`+…… + `log_(5)5^(n)`:

A

n!

B

`n^2-1`

C

`((n+1)n)/2`

D

none of these

Verified by Experts

The correct Answer is:

C

The value of log(5)5 + log(5)5^(2) + log(5)5^(3)+…… + log(5)5^(n):
Text Solution
|
7^(log(3)5)+3^(log(5)7)-5^(log(3)7)-7^(log(5)3)
Text Solution
|
Find the value of the expression 5^(log(sqrt(5))2)+9^(log(3)7)-8^(log(...
Text Solution
|
The value of N=((log)5 250)/((log)(50)5)-((log)5 10)/((log)(1250)5) is...
Text Solution
|
If a=log(4)5 and b=log(5)6, then log(2)3=
Text Solution
|
log3 log2 logsqrt5 (5^4) is equal to
Text Solution
|
Arrange log(2) 5, log(0.5) 5, log(7) 5, log(3) 5 in decreasing order.
Text Solution
|
The value of x satisfying the equation root(3)(5)^(log(5)5^(log(5)5^...
Text Solution
|
Find the value of (i) (log(10)5)(log(10)20)+(log(10)2)^(2) (ii) root3...
Text Solution
|

Similar Questions