Multiple Choice Identify the
choice that best completes the statement or answers the question.
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1.
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Evaluate the limit first by using techniques from Chapter 1 then
by using L'Hopital's Rule.
a. | | b. | | c. | | d. | 0 | e. | does not exist |
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2.
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Evaluate the limit first by using techniques from Chapter 1 then
by using L'Hopital's Rule.
a. | | b. | 0 | c. | | d. | | e. | does not exist |
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3.
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Evaluate the limit first by using techniques from Chapter 3 then
by using L'Hopital's Rule.
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4.
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Evaluate the limit using L'Hopital's Rule if
necessary.
a. | | b. | | c. | 1 | d. | 0 | e. | does not
exist |
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5.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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6.
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Evaluate the limit using L'Hopital's Rule if
necessary.
a. | | b. | 0 | c. | | d. | | e. | does not exist |
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7.
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Evaluate the using L’Hôpital’s Rule if
necessary.
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8.
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Evaluate the using L’Hôpital’s Rule if
necessary.
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9.
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Evaluate the limit using L'Hopital's Rule if
necessary.
a. | 0 | b. | | c. | | d. | 1 | e. | does not exist |
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10.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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11.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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12.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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13.
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Evaluate the limit using L'Hopital's Rule if
necessary.
a. | | b. | | c. | | d. | 0 | e. | does not exist |
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14.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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15.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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16.
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Evaluate the limit using L'Hopital's Rule if
necessary.
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17.
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Apply the Extended Mean Value Theorem to the
functions and on the interval , and find all values c in the interval such that .
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