Trigonometry Online Exam

Description

Trigonometry Online Exam
ustescteamsec151
Quiz by ustescteamsec151, updated more than 1 year ago
ustescteamsec151
Created by ustescteamsec151 almost 9 years ago
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Resource summary

Question 1

Question
What is the amplitude of the function? y=-2cos(x+30°)+1
Answer
  • 1
  • 2
  • 3
  • -1

Question 2

Question
What is the period of the function? y=-2cos(x+30°)+1
Answer
  • π/2
  • π
  • π/6

Question 3

Question
What is the horizontal shift of the function? y=-2cos(x+30°)+1
Answer
  • 30° to the right
  • 360° to the left
  • 60° to the left
  • 30° to the left

Question 4

Question
What is the vertical shift of the function? y=-2cos(x+30°)+1
Answer
  • 0 unit downward
  • 1 unit downward
  • 1 unit upward
  • 2 units downward

Question 5

Question
What is the amplitude of the function? y=2cos(x)+3
Answer
  • 1
  • 2
  • 3
  • -1

Question 6

Question
What is the period of the function? y=2cos(x)+3
Answer
  • π
  • π/2
  • π/6

Question 7

Question
What is the horizontal shift of the function? y=2cos(x)+3
Answer
  • 30° to the right
  • 360° to the left
  • 60° to the left
  • zero

Question 8

Question
What is the vertical shift of the function? y=2cos(x)+3
Answer
  • 0 unit
  • 1 unit downward
  • 3 units upward
  • 2 units upward

Question 9

Question
In which quadrant does the terminal side of 1611 lie?
Answer
  • QI
  • QII
  • QIII
  • QIV

Question 10

Question
If sin θ = -4/5 and θ terminates on QIV, then cot θ is
Answer
  • -3/4
  • 4/3
  • 3/4
  • -4/3

Question 11

Question
Identify the quadrant in which angle θ lies if the value of sin θ <0 and cos θ >0
Answer
  • QIII
  • QI
  • QIV
  • QII

Question 12

Question
Express as a function of θ : tan(1620° - θ)
Answer
  • cotθ
  • -cotθ
  • -tanθ
  • tanθ

Question 13

Question
Express as a function of θ : sec(450° - θ)
Answer
  • -cscθ
  • cscθ
  • secθ
  • -secθ

Question 14

Question
identify the reference angle with respect to x-axis: tan(-510°)
Answer
  • tan30°
  • tan60°
  • cot30°
  • cot60°

Question 15

Question
Identify the reference angle with respect to x-axis: cos(870°)
Answer
  • cos60°
  • sin60°
  • sin30°
  • cos30°

Question 16

Question
Convert the following to radians: 20°
Answer
  • π/90
  • π/60
  • π/6
  • π/80

Question 17

Question
Convert the following to radians: -135°
Answer
  • -5π/6
  • -3π/4
  • -2π/7
  • -2π

Question 18

Question
Convert the following to radians: 1080°
Answer
  • 3π/4
  • 5π/7
  • 2π/5

Question 19

Question
Convert the following to radians: 30°30'
Answer
  • 61π/360
  • 54π/180
  • 2π/360
  • 45π/180

Question 20

Question
Convert the following to radians: 40°60'
Answer
  • 89π/360
  • 41π/180
  • 54π/180
  • 12π/360

Question 21

Question
Convert the following to degrees: ° 9π/6
Answer
  • 270°
  • 180°
  • 95°
  • 60°

Question 22

Question
Convert the following to degrees: 4π/5
Answer
  • 360°
  • 144°
  • 180°
  • 270°

Question 23

Question
Convert the following to degrees: 10π/3
Answer
  • 270°
  • 600°
  • 360°
  • 180°

Question 24

Question
Convert the following to degrees: 3π/4
Answer
  • 135°
  • 185°
  • 270°
  • 65°

Question 25

Question
Convert the following to degrees: 2π
Answer
  • 360°
  • 270°
  • 90°
  • 180°

Question 26

Question
Given the right triangle, A = 41° 12' 36" C = 90° b = 12.37 What is angle B?
Answer
  • 36° 27' 15"
  • 48° 27' 24"
  • 50° 25' 10"
  • 69° 34' 18"

Question 27

Question
Given the right triangle, A = 41° 12' 36" C = 90° b = 12.37 What is side a?
Answer
  • 4.34
  • 11.45
  • 8.10
  • 10.88

Question 28

Question
Given the right triangle, A = 41° 12' 36" C = 90° b = 12.37 What is side c?
Answer
  • 16.47
  • 12.16
  • 11.45
  • 17.89

Question 29

Question
Given the right triangle, a = 14.73 C = 90° b = 18.91 What is side c?
Answer
  • 32.97
  • 24.45
  • 23.97
  • 26.12

Question 30

Question
Given the right triangle, a = 14.73 C = 90° b = 18.91 What is angle A?
Answer
  • 36/90
  • 37.92
  • 43.55
  • 54.54

Question 31

Question
Given the right triangle, a = 14.73 C = 90° b = 18.91 What is angle B?
Answer
  • 52.08
  • 54.54
  • 60.78
  • 50.21
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