For numbers 8-10, please refer to this problem. You are watching a hot-air balloon that was 300 feet from you when it started rising from the ground. Assume the height of the balloon is x and 0 is the angle of elevation from the ground where you are standing up to the balloon. 8. Solve for x in terms of 0. 9. What is the angle of elevation when the hot-air-balloon is 500 feet above the ground? 10. How high above the ground is the balloon when the angle of elevation is 80°?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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Chapter1: Expressions And Functions
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For number 8-10, please refer to the problem below. Answer the following questions and Please show your Complete Solutions.

For numbers 8-10, please refer to this problem. You are watching a hot-air balloon that was 300 feet from you when it started rising from the ground. Assume the height of the balloon is x and theta is the angle of elevation from the ground where you are standing up to the balloon.

8. Solve for x in terms of theta.
9. What is the angle of elevation when the hot-air-balloon is 500 feet above the
ground?
10.How high above the ground is the balloon when the angle of elevation is 80°?

Answers(I already provided the answers I just need the COMPLETE SOLUTIONS " Solving situational problems involving inverse trigonometric functions and trigonometric equations")

8. x = 300 tan theta

9. 59°

10. 1701 ft

For numbers 8-10, please refer to this problem. You are watching a hot-air balloon
that was 300 feet from you when it started rising from the ground. Assume the height
of the balloon is x and 0 is the angle of elevation from the ground where you are
standing up to the balloon.
8. Solve for x in terms of 0.
9. What is the angle of elevation when the hot-air-balloon is 500 feet above the
ground?
10. How high above the ground is the balloon when the angle of elevation is 80°?
Transcribed Image Text:For numbers 8-10, please refer to this problem. You are watching a hot-air balloon that was 300 feet from you when it started rising from the ground. Assume the height of the balloon is x and 0 is the angle of elevation from the ground where you are standing up to the balloon. 8. Solve for x in terms of 0. 9. What is the angle of elevation when the hot-air-balloon is 500 feet above the ground? 10. How high above the ground is the balloon when the angle of elevation is 80°?
8. x=300tan e
9. 59°
10.1701 ft
Transcribed Image Text:8. x=300tan e 9. 59° 10.1701 ft
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