How do you solve #7+3x=5#?

2 Answers
Oct 25, 2017

#x=-2/3#

Explanation:

#7+3x=5#

So the end goal is to find the value of #x#. First we want to isolate #x#. In this case we do thi by subtracting #7# on both sides of the equation. Because what we do to one side of an equation, we do to the other side as well. Then simplify.
#7-7+3x=5-7#
#3x=-2#

After simplifying, we want to divide both sides of the equation by #3# so that we get the variable by itself.
#3/3x=-2/3#
#x=-2/3#

Oct 25, 2017

#x=-2/3#

Explanation:

Given -

#7+3x=5#

Add #-7 # to both sides

#7+3x-7=5-7#

#cancel7+3xcancel(-7)=-2#

Divide both sides by #3#

#(3x)/3=(-2)/3#

#(cancel(3)x)/cancel(3)=(-2)/3#

#x=-2/3#