Trigonometry Worksheet Solutions for Chapter 1A, Exercises of Trigonometry

Solutions to worksheet 1.6a from trigonometry chapter 1a. It includes calculations for finding the distance of a ladder up a wall, height of a flagpole, sides of an isosceles triangle, angle of elevation of the sun, and length of a guy wire. It also includes values of trigonometric functions for given angles.

Typology: Exercises

2012/2013

Uploaded on 02/06/2013

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Trigonometry Chapter 1A Name___________________
Worksheet 1.6A Day 1
1. A 13.5 m ladder is leaning against a wall. Find the distance the ladder goes up the wall if it makes an
angle of
o
43 50
with the ground.
2. To measure the height of a flagpole, Karen finds that the angle of elevation from a point 24.73 feet
from the base to the top is
o
38 12
. Find the height of the flagpole.
3. The length of the base of an isosceles triangle is 42.36 inches. Each base angle is
o
38.12
. Find the
length of each of the two equal sides of the triangle.
4. Find the angle of elevation of the sun if a 48.6 ft. flagpole casts a shadow 63.1 feet long.
5. Find the length of a guy wire that makes an angle of
o
47
with the ground if the wire is attached to the
top of a building 90 meters high.
pf2

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Trigonometry Worksheet 1.6A Day 1 Chapter 1A Name___________________

  1. A 13.5 m ladder is leaning against a wall. Find the distance the ladder goes up the wall if it makes anangle of 43 50o ′ (^) with the ground.
  2. To measure the height of a flagpole, Karen finds that the angle of elevation from a point 24.73 feetfrom the base to the top is 38 12o ′ (^). Find the height of the flagpole.
  3. The length of the base of an isosceles triangle is 42.36 inches. Each base angle islength of each of the two equal sides of the triangle. 38.12o. Find the
  4. Find the angle of elevation of the sun if a 48.6 ft. flagpole casts a shadow 63.1 feet long.
  5. Find the length of a guy wire that makes an angle oftop of a building 90 meters high. 47 owith the ground if the wire is attached to the

Use a calculator to find each value. Give your answer to three decimal places. 6. cos132 15 (^) ′ 7. csc 327 45 ′

  1. sin 205.4837o 9. cot 41.3457o

Use a calculator to find each value of 10. tan θ = 2.348 θ , give your answer in decimal degrees. 11. sin θ =.

  1. cot θ = 3.357 13. sec θ =5.

Find the missing parts of the right triangle. Round your answers to three decimal places. (C isthe right angle)

  1. a = 4, b = 7 15. a = 9, c = 14 c A B

b A B

  1. B = 71 , co = 23 17. A = 34 , co = 11 A a b

a b B