How do you solve #6( 3^ { 4f - 2} ) = 2#?

1 Answer
Jan 21, 2018

Solution : #f=1/4#

Explanation:

#6(3 ^(4f-2))=2 or (3 ^(4f-2))=2/6#, taking log on both

sides we get #(4f-2) log3 = log(1/3) # or

#(4f-2) log 3 =log3^(-1) # or

#(4f-2) cancellog 3 =- cancellog3 # or

#(4f-2) = -1 or 4f = 2-1 or 4f = 1 :. f =1/4 #

Solution : #f=1/4# [Ans]