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Question Description

Question 1

  1. What is the equation of the following graph? Graph of a periodic function containing the point (0, 0), extending up to the right as it approaches an asymptote at pi divided by 2. Also extending from the point down to the left as it approaches as asymptote at negative pi divided by 2.

2 points

Question 2

  1. The following is the equation of f(x) = cos(x + 90°). Graph of a periodic function which has a maximum value of 1 and a minimum value of negative 1. It starts at the point (90 degrees, 1).

2 points

Question 3

  1. The following is the graph of f(x) = tanθ – 3. Graph of a periodic function containing the point (90 degrees, 0), extending up to the right as it approaches an asymptote at pi. Also extending from the point down to the left as it approaches as asymptote at 0.

2 points

Question 4

  1. Which is the equation of the following graph? Graph of a periodic function which has a maximum value of 2 and a minimum value of negative 2. It starts at the point (0, 2).

2 points

Question 5

  1. What is the equation of the following graph? Graph of a periodic function which has a maximum value of one-half and a minimum value of negative one-half. It starts at the point (0, one-half).
    f of x equals one-half times cosine of x
    f of x equals one-third times cosine of x

2 points

Question 6

  1. The following is the graph of f of x equals one-half times tangent of x Graph of a periodic function containing the point (30 degrees, 0), extending up to the right as it approaches an asymptote at 2 times pi divided by 3. Also extending from the point down to the left as it approaches as asymptote at negative pi divided by 3. .

2 points

Question 7

  1. The domain of the function y = sin x – 2 is x ≥ 2.

2 points

Question 8

  1. The domain of the function y = cos x + 1 is All Real Numbers.

2 points

Question 9

  1. What is the domain of the function y = sin x?

2 points

Question 10

  1. What is the range of the function y = sin x?

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