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On which interval or intervals or if there is any, the Mean Value Theorem applies for f(x)=√x² - 4 a) No interval can satisfy the hypotheses for mean value theorem b) none of the choices c) (-∞,0), (0, +∞) d) (-∞, +∞) e) (-∞,-2), (2,+ ∞)

On which interval or intervals or if there is any, the Mean Value Theorem applies for f(x)=√x² - 4 a) No interval can satisfy the hypotheses for mean value theorem b) none of the choices c) (-∞,0), (0, +∞) d) (-∞, +∞) e) (-∞,-2), (2,+ ∞)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 74E
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On which interval or intervals or if there is any, the Mean Value Theorem applies for f(x)=√x² - 4 a) No interval can satisfy the hypotheses for mean value theorem b) none of the choices c) (-∞,0), (0, +∞) d) (-∞, +∞) e) (-∞,-2), (2,+ ∞)
Transcribed Image Text:On which interval or intervals or if there is any, the Mean Value Theorem applies for f(x)=√x² - 4 a) No interval can satisfy the hypotheses for mean value theorem b) none of the choices c) (-∞,0), (0, +∞) d) (-∞, +∞) e) (-∞,-2), (2,+ ∞)
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