How do you solve for #x# : #3( b x - 2a b ) = b ( x - 7a ) + 3a b #?

1 Answer
Sep 27, 2017

#x = a#

Explanation:

you will be expanding and then simplifying in this one.

#3(bx - 2ab) = b(x - 7a) + 3ab#

expand
#3bx - 6ab = bx - 7ab + 3ab#

collect like terms
#3bx - 6ab = bx - 4ab#
#3bx - 2ab = bx#
#2bx - 2ab = 0#

isolate #x#
#2bx = 2ab#
#x = (2ab)/(2b)#

voila
#x = a#