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log form of 3^5=243 is……….....

log form of `3^5=243` is………..

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Write the following in logarithmic form. 3^(5)= 243

find the simplest form of the rationalising factor of sqrt243 .

Express the following in the form of x=log_ay : (3/2)^5=243/32

Prove that : (i) log(1^(1/5)+32^(1/5)+243^(1/5))=1/5(log1 + log 32 + log 243) .

Express the following in log forms. (iii) 5^(3)=125

The number of solutions of 3^(x+y) =243 and 243^(x-y)=3 is

The numbers of solutions of 3^(x+y)=243 and 243^(x-y)=3 is :

Express the following in the form of x=log_ay : 5^3=125