A person observes a tower at an angle of elevation of 45° from a distance. On walking 100 m closer, the angle becomes 60°. What is the height of the tower?
Q1. A person observes a tower at an angle of elevation of 45° from a distance. On walking 100 m closer, the angle becomes 60°. What is the height of the tower?
Answer: 50(3 + √3) m
Explanation: Using the tangent function for both angles of elevation and the distance walked, we form two equations to solve for the height of the tower, applying trigonometric ratios.