(x2 – 1)(2x) – (x² + 1)(2x)(x² – 1)2y':x2 + 1(x2 + 1)2 — (х2 — 1)2(x² – 1)²x22x(x² – 1 – x² – 1)(x2- 1)2x2 +1 x4 + 2x2 + 1- x4 + 2x2 – 1х2 — 1 у(x2 – 1)2-4xx2+14x2(x2 – 1)2 .х2 — 1 у(x2 — 1)2-4x-2y'(x²+1)(2x)%3Danswer(x² +1)Exercises: Evaluate the following and simplify theresult whenever possible9. y"of y = arc sin(2x – 3)10. y"of y= arc tan

Given; 9. y" of y = arc sin(2x-3) . Repost the 10th question.

(x2 – 1)(2x) – (x² + 1)(2x) (x2 – 1)2 y' x2 +1 1)2 (x² + 1)² – (x2 – x2 - 1 (x² – 1)² 2x(x2 — 1-х2 — 1) (x² – 1)2 x2 +1 x4 +2x2 + 1- x4 + 2x (x² – 1)2 х2 — 1 - -4x y' (x² – 1)2. 4x2 x2 – 1V (x2 – 1)2 x2 + 1 -4x -2 y' (x² +1) answer (x2+1)(2x) Exercises: Evaluate the following and simplify theresul 9. y"of y = arc sin(2x – 3) 10. у"

(x2 – 1)(2x) – (x² + 1)(2x) (x2 – 1)2 y' x2 +1 1)2 (x² + 1)² – (x2 – x2 - 1 (x² – 1)² 2x(x2 — 1-х2 — 1) (x² – 1)2 x2 +1 x4 +2x2 + 1- x4 + 2x (x² – 1)2 х2 — 1 - -4x y' (x² – 1)2. 4x2 x2 – 1V (x2 – 1)2 x2 + 1 -4x -2 y' (x² +1) answer (x2+1)(2x) Exercises: Evaluate the following and simplify theresul 9. y"of y = arc sin(2x – 3) 10. у"

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section9.10: Partial Fractions

Problem 12E

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