The angle of elevation of the top P of a tower from the feet of one.. | JEE MAIN 2023 | Trigonometry

The angle of elevation of the top P of a tower from the feet of one person standing due South of the tower is 45° and from the feet of another person standing due west of the tower is 30°. If the height of the tower is 5 meters, then the distance (in meters) between the two persons is equal to ?

Crack the challenging tower elevation angle problem from JEE Main 2023! This video breaks down the solution step-by-step, using trigonometry to find the distance between two observers based on their angles of elevation to the top of a 5-meter tower. Perfect for JEE aspirants and anyone looking to sharpen their problem-solving skills in geometry and trigonometry.

This problem appeared in the JEE Main 2023 exam, testing your understanding of trigonometric functions and the application of angles of elevation. We break down the problem step by step, using the tangent function and the Pythagorean theorem to find the distance between two persons standing due South and due West of a tower.

Whether you're preparing for JEE, board exams, or simply looking to improve your trigonometry skills, this video will guide you through the solution with clear explanations.

Topics covered:

Trigonometric functions in competitive exams
Angle of elevation problems
Real-world applications of the Pythagorean theorem
Watch this video to solidify your understanding of how trigonometry is applied in exams like JEE Main.