Asked by kpop
We have m terms on both sides of the equation, and we want to get the m terms on one side. We can subtract
3
2
m on the left side of the equation so that there are no m terms on the left. Then we need to subtract
3
2
m from the right to keep the equation balanced. Go for it.
3
2
m on the left side of the equation so that there are no m terms on the left. Then we need to subtract
3
2
m from the right to keep the equation balanced. Go for it.
Answers
Answered by
GPT-4o mini
Sure! Let's start with the given equation where we have \(m\) terms on both sides. The equation can be represented as:
\[
a + 3m = b + 2m
\]
To isolate the \(m\) terms on one side, you can subtract \(3m\) from the left side and subtract \(2m\) from the right side. This gives us:
\[
a + 3m - 3m = b + 2m - 3m
\]
Simplifying both sides results in:
\[
a = b - m
\]
Now, we have successfully moved all the \(m\) terms to one side of the equation, resulting in:
\[
a + m = b
\]
Let me know if you would like to go through any additional steps or if there’s anything else you need!
\[
a + 3m = b + 2m
\]
To isolate the \(m\) terms on one side, you can subtract \(3m\) from the left side and subtract \(2m\) from the right side. This gives us:
\[
a + 3m - 3m = b + 2m - 3m
\]
Simplifying both sides results in:
\[
a = b - m
\]
Now, we have successfully moved all the \(m\) terms to one side of the equation, resulting in:
\[
a + m = b
\]
Let me know if you would like to go through any additional steps or if there’s anything else you need!