What are the values of `M and N` respectively if `M 39048458 N` is divisible by both 8 and 11, where `M and N` are single-digit integers?

What are the values of M and N respectively if M39048458N is divisible by both 8 and 11 where M and N are single-digit integers?

The value of M and N are respectively.

The value of M and N are respectively.

The value of m and n are respectively :

If 4M37094267N is divisible by both 8 and 11, where M and N are single digit integers, then the values of M and N are : A)M=5, N=6 B)M=5, N=4 C)M=5, N=2 D)M=2, N=5

For what values of m and n is 2x^(4)-11x^(3)+mx+n is divisible by x^(2)-1 ?

If 4M37094267N is divisible by both 8 and 11, where M and N are single digit integers, then the values of M and N are: यदि 4M37094267N 8 और 11 दोनों से विभाज्य है, जहाँ M और N एकल अंक पूणाक है, तो M और N के मान है

What is the value of m^n-n^m If m = 3, n =2?

Applying P.M.I. prove that x^n-y^n is always divisible by x+y where n is a pos. even integer