MATH 1131 UConn

Final Exam Name: Page 1 Page 2 Page 3 Math 115 Section: Page 4 Page 5 Page 6 Total Fall 2007 IMPORTANT: All answers must include either supporting work or an explanation of your reasoning. These elements are considered part of the answer and will

Exam 1 Name: Page 1 Page 2 Page 3 Math 115 Section: Page 4 Page 5 Total Fall 2007 IMPORTANT: All answers must include either supporting work or an explanation of your reasoning. These elements are considered part of the answer and will be graded.

How to Sign Chart a Function Using Derivatives While it may not be fashionable to attempt to do graphical work without the aid of calculators anymore there are still may useful lessons to be learned from the activity. The rst is often the most overlo

Quiz 3 Name: Math 1131Q Fall 2008 Show all work to receive full credit. You may write your answers in the space provided or on the back of this sheet. 1. (5 pts each) Find each of the following limits, if one exists. (a) lim (2 + h)2 4 h0 h (b

Math1131Fall2008Sections6and7 Instructor:KrzysztofKubacki,MSB326,kubacki@math.uconn.edu,(860)4863844 MWF9:3010:45section7and2:003:15section6 Officehours:MWF11:0011:50,M3:304:20,Tu33:50,andbyappt. http:/www.math.uconn.edu/~kubacki/MATH1131f08/ Course

Final Exam Math 1131 Fall 2007 1. (a) If the radius of a sphere is increasing at 3 ft/sec then is volume is increasing at 4 27 cubic feet per second. (Volume = r3 .) (a) 3 (b) The derivative of a product is the product of the derivatives. (b) (c)

Exam 2 Name: Page 1 Page 2 Page 3 Math 115 Section: Page 4 Page 5 Total Fall 2007 IMPORTANT: All answers must include either supporting work or an explanation of your reasoning. These elements are considered part of the answer and will be graded.