MATH 140 Midterm: MATH140H BOYLE-M FALL1997 0101 MID EXAM 2

• School: University of Maryland
• Department: Mathematics
• Course: MATH 140
• Professor: All

Document Summary

Put a box around your answers: (15 points) for each of the three functions below, determine all asymptotes. f (x) = 8x2 + 9x x + 3 g(x) = sinx. + 2 h(x) = x2 + 4 ex 1: (15 points) at 9 a. m. , jie obtains 100 grams of the very radioactive substance, at 10:30 a. m. , only 75 grams of substance f remain. Jie needs to have 40 grams at 1:00 p. m. to run his experiment. Will there be enough substance f remaining for jie to run his experiment: (a) (5 points) state the mean value theorem. (b) (10 points) suppose that f (x) = 0 when 1 < x < 4. Determine the value of r at which the volume of the cylinder be maximum. ********there are more problems on the back side********** Typeset by ams-tex: (20 points) let f (x) = x2ex.