Home
Class 10
MATHS
By using the formula log(a)x^(n)=nlog(a)...

By using the formula `log_(a)x^(n)=nlog_(a)x,` convert the following. (i) `log_(2)7^(25)`

Promotional Banner

Similar Questions

Explore conceptually related problems

By using the formula log_(a)x^(n)=nlog_(a)x, convert the following. (iii) log5^(23)

By using the formula log_(a)x^(n)=nlog_(a)x, convert the following. (iv) log 1024

By using the formula log_(a)x^(n)=nlog_(a)x, convert the following. (ii) log_(5)8^(50)

Using log_ax^n = n log_a x , expand the following : log_2^7^25 .

Determine the values of the following. (i) log_(25)5

Determine the value of the following. log_(25)5

Prove that log_(a)xy=log_(a)x+log_(a)y.

log ( x )^(n) = n .log x is true for n .

log_(3)x^(2)=2 then x=……

Lt_(x to 1)(log_(5)5x)^(log_(x)5)=