To solve the problem, let’s break it down:

Given:

• Triangle $I$ is a scaled copy of triangle $H$.
• Corresponding angles between the triangles remain equal because they are scaled copies, so $g^\circ$ in triangle $I$ equals the corresponding angle in triangle $H$, which is $37^\circ$.

Answer:

The value of $g$ is 37.

Would you like further explanation or have any additional questions?

Related Questions:

1. How do we calculate the scale factor between two similar triangles?
2. How do corresponding angles behave in similar triangles?
3. What are some properties of scaled figures in geometry?
4. How can we verify if two triangles are scaled copies of each other?
5. How do side lengths of scaled triangles relate to their scale factor?

Tip:

Always check if triangles are similar by comparing their corresponding angles and side ratios.