Question

8\left(2m+3\right)=120 solve using inverse operations

Answer 1

could you make the steps but with no words? its kinda hard to understand

Answer 2

To solve the equation \(8(2m + 3) = 120\) using inverse operations, follow these steps:

1. **Distribute**: First, let's distribute the \(8\) on the left side.
\[
8 \cdot 2m + 8 \cdot 3 = 120 \implies 16m + 24 = 120
\]

2. **Subtract 24 from both sides**: To isolate the term with \(m\), subtract \(24\) from both sides of the equation.
\[
16m + 24 - 24 = 120 - 24 \implies 16m = 96
\]

3. **Divide by 16**: Now, divide both sides by \(16\) to solve for \(m\).
\[
\frac{16m}{16} = \frac{96}{16} \implies m = 6
\]

So, the solution to the equation is:
\[
m = 6
\]

Answer 3

Sure! Here are the steps without words:

1. \(8(2m + 3) = 120\)
2. \(16m + 24 = 120\)
3. \(16m + 24 - 24 = 120 - 24\)
4. \(16m = 96\)
5. \(\frac{16m}{16} = \frac{96}{16}\)
6. \(m = 6\)

**Final Answer:** \(m = 6\)