" Show that "2^(105)+3^(105)" is divisible by "5,7,11,25" but not by "13

Similar Questions

Explore conceptually related problems

Show that 2^(125)+3^(105) is divisible by 5,7,11,25 but not by 13.

105^(2)

int_(105)^(105)(x^3+4x)dx is :

If [12^(n)+25^(n-1)] is divisible by 13, then show that [12^(n+1)+25^(n)] is also divisible by 13.

Check whether 456456456456 in divisible by 7,11 and 13.

Write the nearest number to 105 which is divisible by 4?

Show that sin 105^(@) + cos 105^(@) =(1)/(sqrt(2))

Show that sin 150^(@) + cos 105^(@) =(1)/(sqrt(5))

Check whether the given numbers are divisible by 5 or not:105