Find (if possible) the supplement of the following angle.

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Question 1

Find (if possible) the supplement of the following angle.

π / 10

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A.

Supplement:  3π / 10

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B.

Supplement:  7π / 10 

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C.

Supplement:  π / 180

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D.

Supplement:  6π / 10 



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E.

Supplement: 2π  / 5 

5 points  

Question 2

Use the value of the trigonometric function to find cos(t)

cos(-t) = √ 2  / 2

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A.

  √ 2  / 2

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B.

 1

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C.

- √ 2  / 2

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D.

- √ 3  / 2

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E.

  √ 3  / 2

5 points  

Question 3

Evaluate the trigonometric function using its period as an aid.

sin    11π / 3

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A.

 -.5

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B.

- √ 3  / 2

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C.

√ 3  / 2

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D.

-1

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E.

-1/2

5 points  

Question 4

Solve the equation by extracting square roots.

x2 = 11

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A.

x= 0

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B.

x= ±11

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C.

x= 3.1 or x=3.2

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D.

x= ± √ 11

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E.

x=3.1 or x=3.2

5 points  

Question 5

Use the value of the trigonometric function to find cos(π+t)

cos(t) = 2/3

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A.

 -2/3

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B.

- 1/3

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C.

2/3

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D.

1/3

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E.

3/2

5 points  

Question 6

Find 3π / 4 angle in degree measure.

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A.

 135°

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B.

 75°

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C.

 35°

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D.

 -75°

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E.

 45°

5 points  

Question 7

Evaluate the trigonometric function using its period as an aid.

cos   5π / 2

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A.

-1

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B.

0

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C.

-.5

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D.

 -1

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E.

.5

5 points  

Question 8

https://content.grantham.edu/at/MA111/New_2013/Assessment_Images/w1_assessments_2.png

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A.

 2/3

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B.

-2√ 3  / 3

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C.

√ 3  / 3

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D.

√ 3  / 3

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E.

 0

5 points  

Question 9

Solve the equation and check your solution.5x -(x +1) = 7x -6

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A.

1/3

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B.

2.1

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C.

5/3

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D.

2/3

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E.

3/5

5 points  

Question 10

Solve the equation and check your solution.8x + 3(x - 2) = 11x + 7

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A.

-1

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B.

No Solution

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C.

2

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D.

Infinite number of solutions

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E.

3

5 points  

Question 11

Find angle 125° in radian measure as a multiple of π.

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A.

π / 26

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B.

π / 125

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C.

π / 2

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D.

25π / 36

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E.

5π / 12

5 points  

Question 12

Find (if possible) the complement  of the following angle.

π / 8

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A.

Complement: 3π / 4

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B.



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C.

Complement: - 3π / 8

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D.

 Complement:  7π / 8

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E.

Complement: 3π / 8

5 points  

Question 13

Solve the equation and check your solution.0.40x + 0.20(x + 1) = 0.75

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A.

40/37

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B.

 11/12

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C.

 4/5

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D.

 No solution

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E.

 7/12

5 points  

Question 14

Find the radian measure of the central angle of the circle of radius 7 centimeters that intercepts an arc of length 22 centimeters. Round to three decimals.

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A.

3.200

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B.

3.143

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C.

2.751

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D.

0.554

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E.

-3.751

5 points  

Question 15

Find angle 15° in radian measure as a multiple of π.

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A.

π / 12

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B.

3π / 12

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C.

5π / 12

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D.

15π / 12

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E.

- 5π / 12

5 points  

Question 16

Solve the equation by extracting square roots

(x + 3)2 = 5

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A.

x= ± √ 2 

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B.

 x=3 or x=5

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C.

x= -3 ± √ 2 

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D.

 x= -3 ± √ 5 

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E.

x= ± √ 8 

5 points  

Question 17

Solve the quadratic equation by factoring.

9x2 - 25 = 0

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A.

 x= -5/3

 or x= 5/3

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B.

 x=3 or x=-3

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C.

 x= 2/7

 or x= -2/7

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D.

 x= 3/5

 or x= -3/5

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E.

 x= -15 or x= 15

5 points  

Question 18

Use the value of the trigonometric function to find sin(t)

https://content.grantham.edu/at/MA111/New_2013/Assessment_Images/w1_assessments_1.png

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A.

no solution

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B.

 1/2

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C.

-3/4

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D.

-1/2

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E.

√ 2  / 2

5 points  

Question 19

Solve the equation using any convenient method

x2 + 13x - 48 = 0

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A.

 x = 4 or x = -12

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B.

 x = 3 or x = 16

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C.

 x = -3 or x = -16

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D.

 x = 3 or x = -16

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E.

 x = 6 or x = -8

5 points  

Question 20

Solve the quadratic equation

2x2 + 13x - 7 = 0

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A.

x =2 or x =7

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B.

 x= -1/2

 or x= -7

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C.

 x= 1/2

 or x=-7

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D.

 x= -1/2

 or x= 7

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E.

 x=2 or x=-7

 

 

    • 12 years ago
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