Please show work and answer everything it asks thanks! A tree on Mr. Schultz's property was recently damaged in a storm, and he decided tostabilize the tree with a support. The support line is attached to the ground 11.5 feetfrom the base of the tree and the line is 14 feet long.014 ft11.5 ft8i 1. What is the angle formed by the support line and the ground?2. How high up the tree is the support line attached? Use trigonometric ratios tofind this value and confirm your answer with the Pythagorean Theorem.For full credit your answer must include:Calculation of Z8, rounded to the tenths place, with all work shown, or anexplanation of your steps.• The steps you took to solve for h, the height at which the support line is attachedto the tree. Include your initial equation and show each step to solve for h usingtrigonometric ratios. Verify your work using the Pythagorean theorem.Attach any necessary files before submitting the question.Use the paperclip button below to attach files.●Student can enter max 3000 characters

Answered: Image /qna-images/answer/b84a7095-ac08-486b-b982-d14847efd1b3.jpg

A tree on Mr. Schultz's property was recently damaged in a storm, and he decided to stabilize the tree with a support. The support line is attached to the ground 11.5 feet from the base of the tree and the line is 14 feet long. 0 14 ft 11.5 ft

A tree on Mr. Schultz's property was recently damaged in a storm, and he decided to stabilize the tree with a support. The support line is attached to the ground 11.5 feet from the base of the tree and the line is 14 feet long. 0 14 ft 11.5 ft

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter27: Metric Units Of Linear Measure

Section: Chapter Questions

Problem 24A: A piece of sheet metal is 1.12 meters wide. Strips each 3.4 centimeters wide are cut. Allow 3...

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Question

Please show work and answer everything it asks thanks!

A tree on Mr. Schultz's property was recently damaged in a storm, and he decided to
stabilize the tree with a support. The support line is attached to the ground 11.5 feet
from the base of the tree and the line is 14 feet long.
0
14 ft
11.5 ft
8
i

1. What is the angle formed by the support line and the ground?
2. How high up the tree is the support line attached? Use trigonometric ratios to
find this value and confirm your answer with the Pythagorean Theorem.
For full credit your answer must include:
Calculation of Z8, rounded to the tenths place, with all work shown, or an
explanation of your steps.
• The steps you took to solve for h, the height at which the support line is attached
to the tree. Include your initial equation and show each step to solve for h using
trigonometric ratios. Verify your work using the Pythagorean theorem.
Attach any necessary files before submitting the question.
Use the paperclip button below to attach files.
●
Student can enter max 3000 characters

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