Point C is due east of B and 300 m distance apart. A tower not in line with B and C was observed at B and C having vertical angles of 45° and 60° respectively. The same tower was observed at point D, 500 m West of B. The vertical angle of the same tower as observed from D is 30°. Find the distance of C from the tower. Point C is due east of B and 300 m distance apart. A tower not in line with B and C was observed at B and C having vertical angles of45° and 60° respectively. The same tower was observed at point D, 500 m West of B. The vertical angle of the same tower asobserved from D is 30°. Find the distance of C from the tower. A) 389.92 m(в) 388.52 mc) 289.92D) 288.52

Answered: Image /qna-images/answer/a3affe13-70e7-4fa5-9a1c-2e50c7d82b8d.jpg

bint C is due east of B and 300 m distance apart. A tower not in line with B and C was observed at B and C having vertical angles of ° and 60° respectively. The same tower was observed at point D, 500 m West of B. The vertical angle of the same tower as served from D is 30°. Find the distance of C from the tower.

bint C is due east of B and 300 m distance apart. A tower not in line with B and C was observed at B and C having vertical angles of ° and 60° respectively. The same tower was observed at point D, 500 m West of B. The vertical angle of the same tower as served from D is 30°. Find the distance of C from the tower.

Trigonometry (MindTap Course List)

10th Edition

ISBN:9781337278461

Author:Ron Larson

Publisher:Ron Larson

Chapter1: Trigonometry

Section1.8: Applications And Models

Problem 3ECP: At a point 65 feet from the base of a church, the angles of elevation to the bottom of the steeple...

See similar textbooks

Similar questions

The sides of the pair of angles are parallel. Are 1 and 2 congruent?
The sides of the pair of angles are perpendicular. Are 5 and 6 congruent?
Consider any triangle and one exterior angle at each vertex. What is the sum of the measures of the measures of the three exterior angle of the triangles?
A jogger runs along two sides of an open rectangular lot. If the first side of the lot is 200 ft long and the diagonal distance across the lot is 400 ft, what is the measure of the angle formed by the 200-ft and 400-ft dimensions? To the nearest foot, how much farther does the jogger run by travelling the two sides of the block rather than the diagonal distance across the lot?
At a point 65 feet from the base of a church, the angles of elevation to the bottom of the steeple and the top of the steeple are 35 and 43, respectively. Find the height of the steeple.
Draw an angle in standard position whose terminal side contains the point (3, â€“2). Find the distance from the origin to this point.