I. Find the exact coordinates of the points of inflections of f(x)= e""'\" 2. Find the maximum and the minimum values of f(x)= I + 25111): on the interval [0,915] For 3-5, refer to f(x)= \"$136+ 4) 3. Find u) and f"(x) 4. Find the intervals on which the function increases or decreases and find the local maximum and/or local minimum. 5. Find the intervals on which the function is concave up or concave down and sketch a graph of the function, you may use any software such as DESMOS. Write approximate intervals on which the above function is 6. Increasing b) Decreasing c) Concave up cl) Concave Down 78. For the function x) =x4-8x3+6x2+40x+3 7. Find the local and the absolute maximum and minimum. 8. Find the xcoordinates of the points of inflections