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Sample Exam for Chapter 6 and 7 of Trigonometry | MATH 154, Exams of Trigonometry

Material Type: Exam; Professor: Redden; Class: Trigonometry; Subject: Mathematics; University: College of the Sequoias; Term: Unknown 1989;

Typology: Exams

Pre 2010

Uploaded on 08/16/2009

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Math 154 Trigonometry Sample Exam #4 Name: __________________
Sample Trigonometry chapter 6 and 7 exam.
Show all work and draw a picture when appropriate. Each question is worth 10pts.
1. Use exact values to solve for x if 0 x < 2π:
0csccotsin2 =+ xxx
2. Use exact values to solve for x if 0 x < 360º:
sin cos 1
3. Find all exact solutions for
θ
: 2sin32cos
=
θ
+
θ
4. Find all degree solutions to the following:
(
)
2
3
453sin =°x
5. The two equal sides of an isosceles triangle are each 38 centimeters. If the base
measures 48 centimeters, find the measure of the two equal angles.
6. Solve for B if A = 40°, b = 62 m and a = 54 m.
7. Solve for B if A = 30°, b = 40 m and a = 10 m.
8. A man wandering in the desert walks 3.3 miles in the direction of S 44o W. He then
turns and walks 2.2 miles in the direction of N 55o W. At that time, how far is he
from his starting point, and what is his bearing from his starting point?
9. Given the two vectors
󰇍
󰇍
2, 3 and
󰇍
󰇍
3, 6, find the angle between them.
10. Given any real numbers a and b, prove that
󰇍
󰇍
, and
󰇍
, are
perpendicular.

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Math 154 Trigonometry Sample Trigonometry chapter 6 and 7 exam. Sample Exam #4 _Name: ___________________

Show all work and draw a picture when appropriate. Each question is worth 10pts.

  1. Use exact values to solve for 2 sin x + cot x −csc x = 0 x if 0 ≤ x < 2π:
  2. Use exact values to solve for sin ݔെ cos ݔൌ 1 x if 0 ≤ x < 360º:

3. Find all exact solutions for θ : cos 2 θ+ 3 sinθ= 2

4. Find all degree solutions to the following: sin ( 3 x − 45 °) =− 23

  1. The two equal sides of an isosceles triangle are each 38 centimeters. If the basemeasures 48 centimeters, find the measure of the two equal angles.
  2. Solve for B if A = 40°, b = 62 m and a = 54 m.
  3. Solve for B if A = 30°, b = 40 m and a = 10 m.
  4. A man wandering in the desert walks 3.3 miles in the direction of S 44turns and walks 2.2 miles in the direction of N 55o (^) W. At that time, how far is heo^ W. He then from his starting point, and what is his bearing from his starting point?
  5. Given the two vectors ࢛ ሬሬԦ ൌ ۄ3 ,2ۃ^ and ࢜ሬሬԦ ൌ ۃെ3, 6ۄ, find the angle between them.
  6. Given any real numbersperpendicular. a and b , prove that ࢛ ܾ,ܽۃ ൌ ሬሬԦ ۄ^ and ࢜ ሬܽ,ܾെۃൌ ሬԦ ۄ^ are