How do you solve #3x + 9x = 60#?

2 Answers
Nov 9, 2015

The final answer would be #x=5#

Explanation:

First of all, you would combine like terms. 3x and 9x are like terms, so you would combine them to get 12x. You would have #12x=60# and we get rid of 12 that is multiplying x by dividing 12 on both sides. 12x divided by 12 would result in 1x, or just x. 60 divided by 12 would result in 5, and you would get the answer, #x=5#.

Nov 9, 2015

#3x+9x=60#
#12x=60#
#x=5#

Explanation:

Since both of the values 3x and 9x have only one x, you are able to add them.

For example:
If you suppose #x = 1# (or any number really), you could solve #12x# or #3x+9x# and get the same answer.

Once you add these two values you have the formula:
#12x = 60#

You divide both sides by 12:
#(12x)/12=60/12#

The Twelves both cancel on the left and you are left with:
#x=60/12#

Once you simplify this you arrive at your answer:
#x=5#