Evaluate your nate's the Owing work is below: (24- 16) (1- cos² (F)) (i) lim 2 (sin ())(a4-8x2 + 16) (1– cos? ( )) (- 16)2 (sin ()) (ii) = lim (a4 - 822 + 16) sin () -2 (sin ()) (x4 – 8x² + 16) (a-16)2 (ii) = lim (24- 16)2 (a4-8r2 + 16) (iv) = lim sind (2-16)2 (v) = li 1. (24 - 822 + 16) (22-4) (z² + 4)² (2² – 4)² (vi) = lim 1. %3D (vii) We have a zero in the denominator since lim (x -4)2 = 0. Therefore, the limit does not exist. If your classmate made any errors in their work, state between which two lines the error(s) OFrectlvr eveluate (:) ele) ond +

Evaluate your nate's the Owing work is below: (24- 16) (1- cos² (F)) (i) lim 2 (sin ())(a4-8x2 + 16) (1– cos? ( )) (- 16)2 (sin ()) (ii) = lim (a4 - 822 + 16) sin () -2 (sin ()) (x4 – 8x² + 16) (a-16)2 (ii) = lim (24- 16)2 (a4-8r2 + 16) (iv) = lim sind (2-16)2 (v) = li 1. (24 - 822 + 16) (22-4) (z² + 4)² (2² – 4)² (vi) = lim 1. %3D (vii) We have a zero in the denominator since lim (x -4)2 = 0. Therefore, the limit does not exist. If your classmate made any errors in their work, state between which two lines the error(s) OFrectlvr eveluate (:) ele) ond +

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.5: Rational Functions

Problem 8E

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