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Fall 2010, MAT21B, Written Homework 2
Due: Wednesday, April 14 lecture time in class
Name
Student ID
Section number
TA’s name
Instructions.
You are required to complete and hand in all three problems. One of these
three problems will be randomly picked and graded by our TAs. The homework has totally
10 points. If you turned in a ”reasonable (as determined by the TA)” homework showing
your hard work, you will automatically get 4 points. The rest 6 points comes from the one
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Unformatted text preview: problem graded by our TAs. PLEASE clearly write down your NAME, Student ID, SECTION number as well as your TA’s name. Otherwise, your homework will be easily got lost due to the size of the class. 1. Draw the graph of the function y = 1 x  over [1 , 1], and then use area to evaluate the integral Z 11 1  x  dx. 2. Evaluate the integral Z1 π x +1 dx. 3. Calculate d dx Z 2 x tan( x ) dt 1 + t 2 . 1...
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This note was uploaded on 10/08/2010 for the course MATH 21B taught by Professor Vershynin during the Spring '08 term at UC Davis.
 Spring '08
 Vershynin
 Calculus

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