Home
Class 12
MATHS
If the number of terms free from radical...

If the number of terms free from radicals in the expansion of `(7^((1)/(3))+11^((1)/(9)))^(6561)` is k, then the value of `(k)/(100)` is equal to

Promotional Banner

Similar Questions

Explore conceptually related problems

The number of terms free from radical sign in the expansion of (1+3^((1)/(3))+7^((1)/(7)))^(10) is

The number of terms free from radical sign in the expansion of (1+3^(1/3)+7^(1/7))^10 is

The number of terms free from radical sign in the expansion of (1+3^(1//3)+7^(1//7))^(10) is:

Find the number of terms which are free from radical signs in the expansion of (y^(1/5)+x^(1/10))^(55)

The number of terms which are free from radical signs in the expansion of (y^(1//5)+x^(1//10))^55 is

Find the number of terms which are free from radical signs in the expansion of (y^(1//5) +x^(1//10))^(55) .

How many terms are free from radical signs in the expansion of (x^(1/5)+y^(1/10))^(55) .

Find the number of terms which are free from radical signs in the expansion of (y^(1//5)+x^(1//10))^(55)dot