What number should both sides of the equation-8m=-16 be divided by to solve for the value of m?
Both sides of the equation -8m=-16 should be divided by -8 to solve for the value of m.
To solve for the value of m in the equation -8m = -16, both sides of the equation should be divided by the coefficient of m, which is -8. Doing this will isolate the variable m on one side of the equation. So, divide both sides of the equation by -8:
-8m / -8 = -16 / -8
Simplifying, we get:
m = 2
Therefore, the value of m in the given equation is 2.
To solve the equation -8m = -16 for the value of m, we need to isolate m by getting rid of the coefficient -8 in front of it. In order to do that, we can divide both sides of the equation by -8.
By dividing both sides of the equation by -8, we can perform the following steps:
1. Divide -8m by -8 on the left side:
(-8m) / (-8) = m
The -8s cancel out, leaving us with just m on the left side of the equation.
2. Divide -16 by -8 on the right side:
(-16) / (-8) = 2
The -16 divided by -8 equals 2.
So, dividing both sides of the equation -8m = -16 by -8 gives us m = 2. Therefore, the value of m that solves the equation is 2.