What is the value of 4^{10} * 8^{20} * 16^{30}? Express your answer in the form a^b, where a and b are positive integers such that a is the least possible positive integer.
(2^2) = 4
(2^3) = 8
(2^4) = 16
(2^2)^10 * (2^3)^20 * (2^4)^30
Can you take it from here?
=^._.^=
