Calculus Quiz

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QUESTION 1

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q4g1.jpg$

		{x\|x is a real number and x ≠ -7, x ≠ 7}
		{x\|x is a real number and x ≠ 49}
		{x\|x ≥ 49}
		{x\|x is a real number}

4 points

QUESTION 2

· Evaluate the function. Given f(x) = $C:\Users\john.morris\Desktop\f1q7g1.jpg$ , find f(-4).

	5/14
		0
		-1/10
		-5/6

4 points

QUESTION 3

· Find the domain and range of the function. F(t) = $C:\Users\john.morris\Desktop\f1q21g1.jpg$

		D: [0,∞), R: (-∞,∞)
		D: (-∞,0), R: (-∞,0)
		D: (0,∞), R: (0,∞)
		D: (-∞,∞), R: (-∞,∞)

4 points

QUESTION 4

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q14g1.jpg$

		{x}
		{x\|x is a real number and x ≠ -5, x ≠ 5}
		{x\|x is a real number and x ≠ 25}
		{x\|x ≥ 25}

4 points

QUESTION 5

· Find the domain and range of the function. f(x) = $C:\Users\john.morris\Desktop\f1q18g1.jpg$

		D: [0,∞), R: $C:\Users\john.morris\Desktop\f1q18g3.jpg$
		D: (-∞,0], R:(-∞,0]
		D: (-∞,∞), R: $C:\Users\john.morris\Desktop\f1q18g3.jpg$
		D: [0,∞), R: (-∞,∞)

4 points

QUESTION 6

· Find the domain and range of the function. F(t) = $C:\Users\john.morris\Desktop\f1q19g1.jpg$

		D: (-∞,∞), R: (-∞,∞)
		D: [0,-∞), R: [0,-∞)
		D: (0,∞), R: (0,∞)
		D: (-∞,0), R: (-∞,0)

4 points

QUESTION 7

· Evaluate the function. For f(x) = $C:\Users\john.morris\Desktop\f1q10g1.jpg$ , find f(-4) and f(3).

		f(-4) = -30, f(3) = 13
		f(-4) = 20, f(3) = 23
		f(-4) = -26, f(3) = 10
		f(-4) = -26, f(3) = 13

4 points

QUESTION 8

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q1g1.jpg$

		{x\|x is a real number}
		{x\|x ≥ 0}
		$C:\Users\john.morris\Desktop\f1q1g2.jpg$
		{x\|x ≥ -9/5 }

4 points

QUESTION 9

· Evaluate the function. For f(x) = x2 + 9x, find $C:\Users\john.morris\Desktop\f1q9g1.jpg$

		2x + h + 9
		2x + h - 9
		2xh + h + 9h
		x

4 points

QUESTION 10

· Find the domain and range of the function. g(z) = $C:\Users\john.morris\Desktop\f1q20g1.jpg$

		D: (-∞,∞), R: (0, 3)
		D: (-3,3), R: (-3,3)
		D: [0,∞), R: (-∞,∞)
		D: [-3,3], R: [0,3]

4 points

QUESTION 11

· Find the domain and range of the function. F(t) = $C:\Users\john.morris\Desktop\f1q24g1.jpg$

		D: [0,∞), R: [0,∞)
		D: (-∞,∞), R: (-∞,∞)
		D: (-∞,0), R: (-∞,0)
		D: (0,∞), R: (0,∞)

4 points

QUESTION 12

· Evaluate the function. Given f(x) = $C:\Users\john.morris\Desktop\f1q8g1.jpg$ , find f(-2).

-4/3
4/5
1/2
2/7

4 points

QUESTION 13

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q2g1.jpg$

		{x\|x ≥ -3}
		{x\|x ≥ 3}
		{x\|x > -3}
		{x\|x is a real number and x ≠ -3}

4 points

QUESTION 14

· Find the domain and range of the function. g(z) = $C:\Users\john.morris\Desktop\f1q17g1.jpg$

		D: [1,∞), R: (-∞,∞)
		D: (-∞,-1), R: (0,∞)
		D: [0,∞), R: (-∞,∞)
		D: (-1,∞), R: (-∞,0)

4 points

QUESTION 15

· Find the domain and range of the function. g(z) = $C:\Users\john.morris\Desktop\f1q22g1.jpg$

		D: (-1,∞), R: (-∞,0)
		D: [1,∞), R: (-∞,∞)
		D: (-∞,-1), R: (0,∞)
		D: [0,∞), R: (-∞,∞)

4 points

QUESTION 16

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q16g1.jpg$

		{x\|x is a real number and x ≠ -24}
		{x\|x is a real number and x ≠ 8}
		{x\|x is a real number}
		{x\|x is a real number and x ≠ -8}

4 points

QUESTION 17

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q3g1.jpg$

		{x\|x ≥ -2}
		{x\|x ≤ -2}
		{x\|x ≤ 2}
		{x\|x ≥ 2}

4 points

QUESTION 18

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q6g1.jpg$

		{x\|x is a real number and x ≠ 6}
		{x\|x is a real number and x ≠ -54}
		{x\|x is a real number and x ≠ -6}
		{x\|x is a real number}

4 points

QUESTION 19

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q15g1.jpg$

		{x\|x is a real number and x ≠ -5, x ≠ 2}
		{x\|x <-5 ∪ x > 2}
		{x\|x is a real number and x ≠ 5}
		{x\|x is a real number and x ≠ -2, x ≠ 5}

4 points

QUESTION 20

· Find the domain and range of the function. g(z) = $C:\Users\john.morris\Desktop\f1q25g1.jpg$

		D: (-∞,∞), R: (0, 2)
		D: [-2,2], R: [0,2]
		D: (-2,2), R: (-2,2)
		D: [0,∞), R: (-∞,∞)

4 points

QUESTION 21

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q5g1.jpg$

		{x\|x is a real number and x ≠ -7, x ≠ 5}
		{x\|x is a real number and x ≠ 7}
		{x\|x is a real number and x ≠ -5, x ≠ 7}
		{x\|x <-7 ∪ x > 5}

4 points

QUESTION 22

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q13g1.jpg$

		{x\|x ≤ 6}
		{x\|x ≥ -6}
		{x\|x ≥ 6}
		{x\|x ≤ -6}

4 points

QUESTION 23

· Find the domain and range of the function.

f(x) = $C:\Users\john.morris\Desktop\f1q23g1.jpg$

		D: [0,∞), R: (-∞,∞)
		D: (-∞,∞), R:
		D: [0,∞), R:
		D: (-∞,0], R:(-∞,0]

4 points

QUESTION 24

· State the domain of the given function. f(x) = $C:\Users\john.morris\Desktop\f1q12g1.jpg$

		{x\|x > -5}
		{x\|x is a real number and x ≠ -5}
		{x\|x ≥ 5}
		{x\|x ≥ -5}

4 points

QUESTION 25

· Evaluate the function. For f(x) = $C:\Users\john.morris\Desktop\f1q11g1.jpg$ , find f(0) and f(9).

		f(0) = 12, f(9) = 5
		f(0) = -1, f(9) = 5
		f(0) = 12, f(9) = 7
		f(0) = -1, f(9) = 7

4 points

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		{x\|x is a real number and x ≠ -7, x ≠ 7}
		{x\|x is a real number and x ≠ 49}
		{x\|x ≥ 49}
		{x\|x is a real number}

		{x}
		{x\|x is a real number and x ≠ -5, x ≠ 5}
		{x\|x is a real number and x ≠ 25}
		{x\|x ≥ 25}

		{x\|x is a real number}
		{x\|x ≥ 0}
		$C:\Users\john.morris\Desktop\f1q1g2.jpg$
		{x\|x ≥ -9/5 }

		{x\|x ≥ -3}
		{x\|x ≥ 3}
		{x\|x > -3}
		{x\|x is a real number and x ≠ -3}

		{x\|x is a real number and x ≠ -24}
		{x\|x is a real number and x ≠ 8}
		{x\|x is a real number}
		{x\|x is a real number and x ≠ -8}