MATH 141 Midterm: MATH141 PILACHOWSKI-T FALL2004 0101 MID SOL 1

• School: University of Maryland
• Department: Mathematics
• Course: MATH 141
• Professor: All

Document Summary

October 15, 2004: a. (10 points) let. Find a and b. (show all your steps. ) (7. 1 8. 3) Solutions and let [a, b] be the largest interval containing 0 such that f has f. 3 b. (5 points) determine whether f is increasing or decreasing on this interval. State how you know. f is increasing, since c. (5 points) determine whether f has a point of inflection on this interval. , it indicates a point of inflection. for all values on this interval. 6 x x d. (6 points) find f. ) ( )31 (show all your steps. ) f. 16: (12 points each) find the following limits. Possible answers are a calculated numeric value, or dne (does not exist). You must show all your steps in order to receive full credit. 0 x: a. (10 points) solve for the general, explicit function: y e. 2 x (show all your steps. ) b. (15 points) evaluate.