Home
Class 12
MATHS
1/(log3e)+1/log3e^2+1/log3e^4+...=...

`1/(log_3e)+1/log_3e^2+1/log_3e^4+...=`

Promotional Banner

Similar Questions

Explore conceptually related problems

A value of C for which the conclusion of Mean Value Theorem holds for the function f(x)""=""(log)_e x on the interval [1, 3] is (1) 2(log)_3e (2) 1/2""(log)_e3 (3) (log)_3e (4) (log)_e3

A value of C for which the conclusion of Mean Value Theorem holds for the function f(x)""=""(log)_e x on the interval [1, 3] is (1) 2(log)_3e (2) 1/2""(log)_e3 (3) (log)_3e (4) (log)_e3

A value of C for which the conclusion of Mean Value Theorem holds for the function f(x)""=""(log)_e x on the interval [1, 3] is (1) 2(log)_3e (2) 1/2""(log)_e3 (3) (log)_3e (4) (log)_e3

1+log_e x+ (log_e x)^2/2!+(log_e x)^3/3!+...=

1+(1)/(3.2^(2))+(1)/(5.2^(4))+(1)/(7.2^(6))+.... (1)log_(e)2 (2)log_(e)3 (3)log_(e)4 (4)log_(e)5

(1)/(log_(2) e) + (1)/(log_(2)e^(2)) + (1)/(log_(2) e^(4)) + .... =

1+ 2 (log_ea)+(2^2)/(2!) (log_ea)^2 +(2^3)/(3!) (log_e a)^3+...=