Home
Class 12
MATHS
boldsymbol a,boldsymbol b in1,2,3,...,50...

boldsymbol a,boldsymbol b in1,2,3,...,50}" such that "boldsymbol6^(boldsymbol a)+9^(boldsymbol b)" is multiple of "5" is "

Promotional Banner

Similar Questions

Explore conceptually related problems

The number of ordered pairs (m,n), where m, n in {1,2,3, …..,50}, such that 6^(m)+9^(n) is a multiple of 5 is -

Solve | boldsymbol x|=x^(2)-1

The number of ordered pairs (m,n) where m , n in {1,2,3,…,50} , such that 6^(m)+9^(n) is a multiple of 5 is

The number of ordered pairs (m,n) where m , n in {1,2,3,…,50} , such that 6^(m)+9^(n) is a multiple of 5 is

The number of ordered pairs (m,n) where m , n in {1,2,3,…,50} , such that 6^(m)+9^(n) is a multiple of 5 is

The number of ordered pairs (m,n) where m , n in {1,2,3,…,50} , such that 6^(m)+9^(n) is a multiple of 5 is