How do you solve 35y+7=8?

1 Answer
Nov 5, 2015

y=753 or y=25, simplified.

Explanation:

In this equation, your end goal is to get y by itself.

Your first step is to get y isolated on one side. To do this, you would use the subtraction property of equality. You will subtract 7 from both sides to cancel out the left side 7 and leave y by itself. 35y+7=835y+0=15

Now you have 35y=15 and you want to get y completely by itself. To do this you would use the multiplication property of equality, and multiply by the reciprocal to make the 35 to 1.
35y(53)=151(53)

Doing this will give you y=753 which reduces down to y=25.