AP CALC AB

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Unit 1-7

Last updated 3:28 AM on 4/23/26
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7 Terms

1
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<p>A. f(1) = lim<sub>x→1 </sub>f(x)</p><p>B. f(2) = lim<sub>x→2 </sub>f(x)</p><p>C. f(x) has a removable discontinuity at x = 2.</p><p>D. f(x) has a jump discontinuity at x = 4.</p>

A. f(1) = limx→1 f(x)

B. f(2) = limx→2 f(x)

C. f(x) has a removable discontinuity at x = 2.

D. f(x) has a jump discontinuity at x = 4.

B. f(2) = limx→2 f(x)

2
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<p>A. 0</p><p>B. −1</p><p>C. 1</p><p>D. nonexistent</p>

A. 0

B. −1

C. 1

D. nonexistent

C. 1

3
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<p>A. −1</p><p>B. 0</p><p>C. 1</p><p>D. 2</p>

A. −1

B. 0

C. 1

D. 2

D. 2

4
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<p>A. 0 removable discontinuities, 1 non-removable discontinuity</p><p>B. 1 removable discontinuity, 1 non-removable discontinuity</p><p>C. 2 removable discontinuities, 1 non-removable discontinuity</p><p>D. 1 removable discontinuity, 2 non-removable discontinuities</p>

A. 0 removable discontinuities, 1 non-removable discontinuity

B. 1 removable discontinuity, 1 non-removable discontinuity

C. 2 removable discontinuities, 1 non-removable discontinuity

D. 1 removable discontinuity, 2 non-removable discontinuities

D. 1 removable discontinuity, 2 non-removable discontinuities

5
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<p>A. f(x) is not continuous at x = 3.</p><p>B. lim<sub>x→3 </sub>f(x) exists.</p><p>C. f(3) = 2</p><p>D. f(x) has a removable discontinuity at x = 3.</p>

A. f(x) is not continuous at x = 3.

B. limx→3 f(x) exists.

C. f(3) = 2

D. f(x) has a removable discontinuity at x = 3.

A. f(x) is not continuous at x = 3.

6
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<p>A. 0</p><p>B. −1</p><p>C. 1</p><p>D. nonexistent</p>

A. 0

B. −1

C. 1

D. nonexistent

B. −1

7
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<p>A. II only</p><p>B. III only</p><p>C. I and II only</p><p>D. I, II, and III</p>

A. II only

B. III only

C. I and II only

D. I, II, and III

A. II only