15х2 — х3 — 43х — 19The integral | x+1)²(x² – 6x + 13)--can be rewritten asАх + ВCD+lax² + bx + c ' (mx + n)trx + s.Ах + ВWhat is the value of ax² + bx + c?1(a) Arctan (,) + In]x² – 6x + 13|(b) Arctan ()23(c) 7Arctan (,)– In|x² – 6x + 13|1(d) In|x2 – 6x+ 13|2

Given: The given integral is ∫15x2-x3-43x-19x+12x2-6x+13

15x? – x3 – 43x – 19 - - The integral | can be rewritten as (x + 1)²(x² – 6x + 13) Ах + B + lax² + bx + c ' (mx + n)t ' rx +s] + Ax + B ? ax² + bx + c What is the value of () žAretan () (a) Arctan + In|x² – 6x + 13| 1 (6) Arctan () (2)- In|x² – 6x + 13| (d) In]x² – 6x + 13| 2

15x? – x3 – 43x – 19 - - The integral | can be rewritten as (x + 1)²(x² – 6x + 13) Ах + B + lax² + bx + c ' (mx + n)t ' rx +s] + Ax + B ? ax² + bx + c What is the value of () žAretan () (a) Arctan + In|x² – 6x + 13| 1 (6) Arctan () (2)- In|x² – 6x + 13| (d) In]x² – 6x + 13| 2

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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