Please explain how to solve. Thank you What are all absolute and relative extreme values of the functionf (x)2xon the interval [-2, 2]?X-4O The absolute maximum is f(4) := o and the absolute minimum is f(2) = -2.O The absolute maximum is f (-2)and the absolute minimum is f(4) = -o .3The absolute maximum is f(-2) =2and the absolute minimum is f(2) = -2.|2O The absolute maximum is f(2) = -2 and the absolute minimum isf (-2)3 6x2 – 24x + 25 on the intervalWhat are all absolute and relative extreme values of the function f (x) = 4x°[-2, 2]?The absolute maximum is f(-1) = 39 and the absolute minimum is f(2) = –15.The absolute maximum is f(2) = –15 and the absolute minimum is f(-1) = –15.The absolute maximum is f(0) = 25 and the absolute minimum is f (2) = –15.The absolute maximum is f(-1) := 39 and the absolute minimum is f(3) = 7.

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What are all absolute and relative extreme values of the functionf (x) = 2x on the interval [-2, 2]? x-4 O The absolute maximum is f(4) = ∞ and the absolute minimum is f(2) = -2. O The absolute maximum is f(-2) = and the absolute minimum is f(4) = -∞ . O The absolute maximum is f(-2) = = and the absolute minimum is f(2) = -2. O The absolute maximum is f(2) = -2 and the absolute minimum isf (-2) = –. N/3

What are all absolute and relative extreme values of the functionf (x) = 2x on the interval [-2, 2]? x-4 O The absolute maximum is f(4) = ∞ and the absolute minimum is f(2) = -2. O The absolute maximum is f(-2) = and the absolute minimum is f(4) = -∞ . O The absolute maximum is f(-2) = = and the absolute minimum is f(2) = -2. O The absolute maximum is f(2) = -2 and the absolute minimum isf (-2) = –. N/3

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.5: Rational Functions

Problem 51E

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