Explanation Given, The exponential function f ( x ) = ( 1 2 ) x + 3 has the ________ asymptote y = ________ . This means that x → ∞ we have ( 1 2 ) x + 3 → __________ . Since, the exponential function f ( x ) = ( 1 2 ) x + 3 has the horizontal asymptote y = 3 . This means that x → ∞ we have ( 1 2 ) x + 3 → 3

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ISBN: 2818000007824

Author: Stewart

Publisher: CENGAGE L

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Chapter 4.1, Problem 6E

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To fill:

The blank in the statement, “The exponential function f(x)=(12)x+3 has the asymptote y=. This means that as x→∞, we have (12)x+3→_.”

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Chapter 4.1, Problem 5E

Chapter 4.1, Problem 7E

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The blank in the statement, “The exponential function f ( x ) = ( 1 2 ) x + 3 has the asymptote y = . This means that as x → ∞ , we have ( 1 2 ) x + 3 → _ .”

Solution Summary: The author explains that the exponential function f(x) = ________ asymptote has the mathrmy=3.

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To fill:

The blank in the statement, “The exponential function f(x)=(12)x+3 has the asymptote y=. This means that as x→∞, we have (12)x+3→_.”

Want to see the full answer?

Chapter 4 Solutions

The blank in the statement, “The exponential function f ( x ) = ( 1 2 ) x + 3 has the ________ asymptote y = ____________ . This means that as x → ∞ , we have ( 1 2 ) x + 3 → ____ _____ .”

Solution Summary: The author explains that the exponential function f(x) = ________ asymptote has the mathrmy=3.

Videos

To fill: The blank in the statement, “The exponential function f(x)=(12)x+3 has the ________ asymptote y=____________. This means that as x→∞, we have (12)x+3→_________.”

Want to see the full answer?

Chapter 4 Solutions

The blank in the statement, “The exponential function f ( x ) = ( 1 2 ) x + 3 has the asymptote y = . This means that as x → ∞ , we have ( 1 2 ) x + 3 → _ .”

To fill:

The blank in the statement, “The exponential function f(x)=(12)x+3 has the asymptote y=. This means that as x→∞, we have (12)x+3→_.”