Quest2 - MAC2312 Quest 2 Prof. Siegel Fall 2011 Group...

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MAC2312 – Quest 2 – Prof. Siegel – Fall 2011 Group members: ________________________________________________________________ Quest #2 Score: ________ / 81 Due Thursday, April 7, 2011 Directions: Show all work for full credit. This assignment should be done in groups of 2 to 4 students. No assignment will be accepted from one student or more than 4 students. No assignment will be accepted after the due date for any reason. If you are not in class the day this assignment is due, it is your responsibility to get it to my office before the start of class or have a group member hand it in for you. One quest assignment should be handed in per group. Please show all work on this assignment. If you run out of room, you should attach additional sheets as necessary. All work should be legible and easy to follow. If I cannot read your work, I cannot grade it. 1) (6 pts. Find all values of m and p such that 4 ) cos( lim 2 0 x px m x . 2) (5 pts., 6 pts.) Prove the following: a) 1 tan 2 2 x x x b) 0 tan 2 1 2 x x x 3) (5 pts.) Find some function f such that x f 2 1 . Find the limit ) ( x f x by using the Squeeze Theorem.
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This note was uploaded on 10/08/2011 for the course MAC 2312 taught by Professor Staff during the Fall '11 term at Broward College.

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Quest2 - MAC2312 Quest 2 Prof. Siegel Fall 2011 Group...

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