Math 106 CD
Calculus 2
Mr. Balcomb
Exam 2
March 12, 2010
1. Evaluate: ∫
+
x
x
dx
3
.
2. Evaluate: dxxx )(sec
2
∫
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Determine - Calculus - Exam, Exams of Calculus
Main points of this exam paper are: Determine, Integral Converges, Diverges, Evaluate, Third Order, Taylor Polynomial, Theorem, Maximum Approximate, Error For Values, Maximum Value
Typology: Exams
2012/2013
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Math 106 CD Calculus 2 Mr. Balcomb Exam 2 March 12, 2010
- Evaluate: (^) ∫ x + x
dx
Evaluate: (^) ∫ x sec^2 ( x ) dx
- Determine if the following integral converges or diverges. If the integral converges, evaluate the integral.
dx x x
∞ (^2) ln( )
- Find the integral: (^) ∫ cos^3 ( x ) dx.
- Evaluate: (^) ∫ 1 − x^2 dx
- Does dx x x
∞ (^1) ( 1 )
converge or diverge? Justify your answer.