MATH 205 Midterm: MATH 205 KSU Test 2f08

• School: Kansas State University
• Department: Mathematics
• Course: MATH 205
• Professor: All

Document Summary

Use the back page as a sketch paper. For full credit, show your work in detail. Total: 100 #1 #2 #3 #4 #5 #6 #7 #8. The table shows f (t), total world gold production in mn troy ounces,as a function of year t. Use f (2002) to estimate cd sales of f (2003). Sketch a graph of derivative function of the given function. (draw your graph on the same coordinate system for the given function. ) Find the derivatives of the given functions: a. f (x) = 8x3 f (x) = Find f (x). page 2: b. z = ln x + z (x) = 1 x: c. let y = 5t + Apply the chain rule to nd derivatives of following functions. (a. 5pts). w = (t2 + 5)100. w (t) = (b. Z+1. (c. 5pts). f (t) = 9t2 + ln(7t + 2). f (t) =