A student is looking up to the top of a building. The point he is looking at is 5,000 feet away. Find distance (1 between the student and the entrance of the building. 5000ft 5° 5000-

Q: EXERCISE 3.14 Consider the rotation of the bent rod in Exercise 3.13. Determine the orientation of…

A: To determine the transformation that converts vector components with respect to the fixed XYZ system…

Q: A ship leaves a port heading N 27°E, traveling at a speed of 13mi/h. After 2 hours, change course to…

A: Given that, A ship leaves a port heading N 27°E, traveling at a speed of 13mi/h. After 2 hours,…

Q: Find the value of each variable. 2. 108° (y+ 8)° 125° (2x + 11)° 98° 98°

A: Given,  There are two polygons having some known internal angles while some as unknown that we have…

Q: plot 2 -30° and find -2 cartesian coordinotes

A: We can use the concept of co-ordinate system in order to solve the given problem.

Q: Plot the point where 0 = -255°

A: See the attachmentExplanation:

Q: 625.075 X 10. Points A and B (on the same side of a tower) are 16 m apart. The angles of elevation…

A:

Q: sec(-60°) 2 -2 √3/2

A:

Q: Plot the point where 0 = -270°

A:

Q: Solve for x. 5x° (6x+30)° 45°

A: The inner measures, ∠A=5x°, ∠B=45° and the outer measure of ∠C=(6x+30)°

Q: X = 90° 80° X°

A:

Q: 60° 12

A: Topic:- trigonometry ratio in right angle triangle

Q: Solve for x. Take a picture of your work for this problem. F 31x +3 192° E

A: The figure is

Q: Find the value of x 400 48° 48° メ

A: We need to find the value of angle x. We will use the Exterior angle property which says that the…

Q: Rashid stands away from a tree. The height of the tree is N + 50 meters. The angle of elevation of…

A: Here height of tree is N+50 metres given

Q: Solve for x. x + 135 125° D -10 9 O 5

A: Given Information:

Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.