For those that want a step by step process: a. Sketch the function on the given domain. b. Determine continuity. c. Decide if the Extreme Value Theorem applies; then justify why and what is guaranteed. d. Find all critical values, label. e. Find the extreme values and where they occur, if applicable. 1. y = ex on [-1,3] 2. y = sinx on [0, x] 3. y = x| on [-1,2] 4. y =1 72 on [-1,3] 5. y = x2 - 8x on [-1,10] x2 6. V = x-1 on [3,6] x2 7. y = x - 1 on [-3,3] 8. y = Vx2 - 9 on [-3,6] 9. y = V16 -x2 10. y = x2V2 - x on [0,2]