05faex01v1 - BECI< Name TA Math 222 Prof Beck First Exam Fall 2005 1 Integrate/e" sec e" dx Math 222 Page 2 2 Integrate cos3 36 sin“2

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Unformatted text preview: BECI< Name: TA: Math 222 Prof. Beck. First Exam Fall 2005 1. Integrate: /e" sec e" dx Math 222 Page 2 2. Integrate: / cos3 36 sin“2 36 d6 Math 222 Page 3 3. Integrate: / dx V4x — x2 Math 222 Page 4 4. Evaluate: Math 222 Page 5 5. Integrate: / 8336 sin 4m dm Math 222 Page 6 6. Integrate: 17x - 3 -———————- dx 3x2 + x v 2 Math 222 ‘ Page 7 °°1 / 2 x 7. Evaluate: Math 222 Page 8 8. Evaluate: 7r/4 / tan 2x dx 0 Math 222 Page 9 9. Prove that lim Lyn : a if and only if hm |xn — a} = 0. TL->OO TL——>C>O Math 222 Page 10 10. Prove that a bounded increasing sequence is convergent. ...
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This note was uploaded on 08/08/2008 for the course MATH 222 taught by Professor Wilson during the Fall '08 term at Wisconsin.

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05faex01v1 - BECI< Name TA Math 222 Prof Beck First Exam Fall 2005 1 Integrate/e" sec e" dx Math 222 Page 2 2 Integrate cos3 36 sin“2

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