Exam 2 with Answers - Analytic Geometry and Calculus - Fall 2010 | MATH 2200, Exams of Analytical Geometry and Calculus

Download Exam 2 with Answers - Analytic Geometry and Calculus - Fall 2010 | MATH 2200 and more Exams Analytical Geometry and Calculus in PDF only on Docsity! In-Class Exam for Hanke - Math 2200 October 10, 2010 NAME (please print): Honor Code Reaffirmation: -J D r\a 1A- <3 *n ^^^\ K ^ A tlS' UJc-r K "I have adhered to the UGA Honor Code in completing this assignment." SIGNATURE: Please write your answers clearly to all problems, showing all work carefully explaining your an- swers. You are not allowed to use any notes, review sheets or calculators during the exam. You have exactly 50 minutes to complete the exam. Please make sure to write clearly and show all work. Good Luck! Problem Number 1 2 3 4 Total: Possible Points 20 30 30 20 100 Points Earned: Page 1 Name: (20) 1. Please differentiate each the following functions (with respect to x), being sure to show all work: a) sin(2#2) /£UA = > Cos (2-S) • ^'* b) e2x cot(bx) - IT ^ * r - * - f ) 3 ^x ln(sec3(x)) -s * ' 5«Y>0 X x" O.X -^H 6<J - /K/JPCYX)J