Evaluate the integral. You may need to use substitution, complete the square, or some other method first before you can use the given table of integrals. 2 dx help (formulas) Vx2 + 6x

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 67E
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Vu2 – a²
Evaluate the integral. You may need to use
substitution, complete the square, or some other
method first before you can use the given table of
integrals.
2
·dx 3D
help (formulas)
Vx? + 6x
|Va - a du = V - a² - in ju + Va? - a°| + C
In u + Vu? – a²| +C
JuVa? - a° du = (2u² – a°) /u² – a² - $in ]u + vu? – aª| + C
a² du = (2u? – a°) Vu² – a² – In |u + Vu? – a°| + C
Vu? – a?
du = vu? – a² – acos + C
Vu? – a?
du
-
+ In u+ Vu? – a²| +C
u2
du
= In |u + vu? – a°| + C
Vu? – a?
u? du
Vu2-a2 + f n |u+ v교 - a| + C°
Vu? – a?
du
Vu²-a²
+C
a2u
u?Vu? – a?
du
+C
(u² – a²)³/2
a Vu2.
||
Transcribed Image Text:Vu2 – a² Evaluate the integral. You may need to use substitution, complete the square, or some other method first before you can use the given table of integrals. 2 ·dx 3D help (formulas) Vx? + 6x |Va - a du = V - a² - in ju + Va? - a°| + C In u + Vu? – a²| +C JuVa? - a° du = (2u² – a°) /u² – a² - $in ]u + vu? – aª| + C a² du = (2u? – a°) Vu² – a² – In |u + Vu? – a°| + C Vu? – a? du = vu? – a² – acos + C Vu? – a? du - + In u+ Vu? – a²| +C u2 du = In |u + vu? – a°| + C Vu? – a? u? du Vu2-a2 + f n |u+ v교 - a| + C° Vu? – a? du Vu²-a² +C a2u u?Vu? – a? du +C (u² – a²)³/2 a Vu2. ||
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