How do you simplify #4^(1/2) times 2^3#?
1 Answer
Jun 30, 2016
16
Explanation:
#2^3=2xx2xx2=4xx2=8#
#4^(1/2)" represents " sqrt4=2#
#rArr4^(1/2)xx2^3=2xx8=16#
16
#2^3=2xx2xx2=4xx2=8#
#4^(1/2)" represents " sqrt4=2#
#rArr4^(1/2)xx2^3=2xx8=16#