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Explain what it means to say that: lim, h(x) - o and lim h(x) x →5+ – 0.7. x →4 As x approaches 5 the function values decrease without bound and as x approaches 4 from the left the function's values approach -0.7. OAs x approaches 5 the function values increase without bound and as x approaches 4 from the left the function's values approach - 0.7. As x approaches 4 the function values decrease without bound and as x approaches - 0.7 from the right the function's values approach 5. As x approaches 4 the function values increase without bound and as x approaches 5 from the right the function's values approach -0.7. O As x approaches 4 the function values decrease without bound and as x approaches 5 from the right the function values approach - 0.7.

Explain what it means to say that: lim, h(x) - o and lim h(x) x →5+ – 0.7. x →4 As x approaches 5 the function values decrease without bound and as x approaches 4 from the left the function's values approach -0.7. OAs x approaches 5 the function values increase without bound and as x approaches 4 from the left the function's values approach - 0.7. As x approaches 4 the function values decrease without bound and as x approaches - 0.7 from the right the function's values approach 5. As x approaches 4 the function values increase without bound and as x approaches 5 from the right the function's values approach -0.7. O As x approaches 4 the function values decrease without bound and as x approaches 5 from the right the function values approach - 0.7.

College Algebra
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter3: Polynomial And Rational Functions
Section3.6: Rational Functions
Problem 2E
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Explain what it means to say that: lim, h(x) ∞ and lim h(x) = – 0.7. x →4 x → 5+ O As x approaches 5 the function values decrease without bound and as x approaches 4 from the left the function's values approach -0.7. As x approaches 5 the function values increase without bound and as x approaches 4 from the left the function's values approach - 0.7. As x approaches 4 the function values decrease without bound and as x approaches - 0.7 from the right the function's values approach 5. As x approaches 4 the function values increase without bound and as x approaches 5 from the right the function's values approach -0.7. As x approaches 4 the function values decrease without bound and as x approaches 5 from the right the function values approach -0.7.
Transcribed Image Text:Explain what it means to say that: lim, h(x) ∞ and lim h(x) = – 0.7. x →4 x → 5+ O As x approaches 5 the function values decrease without bound and as x approaches 4 from the left the function's values approach -0.7. As x approaches 5 the function values increase without bound and as x approaches 4 from the left the function's values approach - 0.7. As x approaches 4 the function values decrease without bound and as x approaches - 0.7 from the right the function's values approach 5. As x approaches 4 the function values increase without bound and as x approaches 5 from the right the function's values approach -0.7. As x approaches 4 the function values decrease without bound and as x approaches 5 from the right the function values approach -0.7.
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According to question,Given limits,limx→4 hx = -∞,andlimx→5+ hx = -0.7,

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