The image shows a balanced equation represented by a hanger. The left side has a value of 30, and the right side has a value of 26 + $g$. We need to find the value of $g$ that makes the equation true.

1. Problem Description

The image shows a balanced equation represented by a hanger. The left side has a value of 30, and the right side has a value of 26 + $g$. We need to find the value of $g$ that makes the equation true.

2. Solution Steps

The balanced equation can be written as:

$30 = 26 + g$

To find the value of $g$, we need to subtract 26 from both sides of the equation:

$30 - 26 = 26 + g - 26$

$4 = g$

Therefore, the value of $g$ is

4.

3. Final Answer

$g = 4$