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### Problem:
The angle of elevation from a point 93.2 ft from the base of a tower to the top of the tower is \(38^\circ 28'\). Find the height of the tower.

### Step-by-Step Solution:

1. **Visualize the Problem:**
   We can model the situation as a right triangle:
   - The horizontal distance from the point to the base of the tower is the adjacent side, which is 93.2 ft.
   - The height of the tower is the opposite side, which we need to find.
   - The angle of elevation is \(38^\

The angle of elevation from a point 93.2 ft from the base of a tower to the top of the tower is 38° 28'. Find the height of the tower.

Learn how to calculate the height of a tower using the angle of elevation of 38° 28' and a distance of 93.2 ft from the base. This problem involves trigonometric concepts like the tangent function and is suitable for students in Grades 9-12.

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