Question

Question 4

Solve for m.
m+ 7 = 3 + m + 4
1
m=
m = -7
no solution
infinite
solutions

Answer 1

infinitely many solutions

Explanation:

`m+7=3+m+4`

Combine like terms

`m+7=7+m`

Rearrange variables to the left side of the equation

`m-m=7-7`

Apply the Inverse Property of Addition

`m-m=7-7\\ 0=0`

Bases on the given conditions, the (system of) equation(s) has

`infinitely\ many\ solutions`

I hope this helps you

:)

Answer 2

Infinite solutions.

If you set up the equation, m+7=3+m+4,
first add the 3 and 4 together to get: m+7=m+7. There you can see that they equal each other but you could go on and subtract m from both sides and then you have 7=7 which would also tell you it’s infinite solutions.