How do you solve #16x + 4= 3x - 3#?

1 Answer
May 25, 2018

#x=-7/13#

Explanation:

You can start the equation off by trying to move all the numbers with variables to the left. To achieve this, you can subtract #3x# from the right and subtract it from the left. If you did it right, your equation would look like this:

#13x+4=-3#

Then, to make the variable #x# alone on the left side, you can subtract #4# from both sides to get

#13x=-7#

Then you would divide both sides by #13# to get x to become one number which is

#x=-7/13#