Question #7884b
1 Answer
Feb 26, 2016
Explanation:
#4x-2=log_2(64)#
#4x-2=log_2(2^6)#
#4x-2=6#
#4x=8#
#color(green)(x=2)#
#4x-2=log_2(64)#
#4x-2=log_2(2^6)#
#4x-2=6#
#4x=8#
#color(green)(x=2)#