Provide a long step-by-step solution to this problem (see attached). Make your solution with the given and sketch. The solution should be very clear to read, and easy to understand. 26. From a lighthouse 120 ft high, the angles of depression of two boats directly in line withand on the sameside of the lighthouse are found to be 34°30' and 27°40'. How far apart are the boats?A. 52.29 ft B. 53.29 ft C. 54.29 ft D. 55.29 ft

Answered: Image /qna-images/answer/e58e39ab-3694-4f12-850c-0d110231fe87.jpg

26. From a lighthouse 120 ft high, the angles of depression of two boats directly in line with and on the same side of the lighthouse are found to be 34°30' and 27°40'. How far apart are the boats? A. 52.29 ft B. 53.29 ft C. 54.29 ft D. 55.29 ft

26. From a lighthouse 120 ft high, the angles of depression of two boats directly in line with and on the same side of the lighthouse are found to be 34°30' and 27°40'. How far apart are the boats? A. 52.29 ft B. 53.29 ft C. 54.29 ft D. 55.29 ft

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

See similar textbooks

Similar questions

Please help me with this. Show all your work. Please I am not understand what to do
Solve the following by setting up the proper equations to describe the facts given and then carrying out the mathematical calculations to solve for the unknown variable(s). Let x represent length and y represent width. Enter your answer in (x, y) format. The length of a rectangle is 3 times the width. The difference between the length and width is 14 feet. Determine the rectangle's length and width.
5) Write an equation that models the following problem. Then use your equation to solve the problem. A point D on Denmark's largest island is 2.4 miles away from the nearest point S on the coast of Sweden (assume the coast is straight, which is nearly the case). A person in a motorboat travels straight from D to a point on the beach r miles from S, and then travels r miles farther along the beach away from S. Find r if the person traveled a total of 4.5 miles. 2.4 mi D
The homework problem asks for this to be plugged into the graphing calculator to solve for a approximate solutions for the equation, which i don't know how to do.