Math Calculus 110 in chapter 4 Applications of Derivatives pls answer with numbers showing the work as math work, not by just writing as words to just explain. pls write on paper with Normal clear handwriting.Thank u
Gmail YouTube Maps s News 7 Translate Q2 (8 points) All Bookmarks * crowdmark This question is based on Section 4.3. Leave all answers as exact values. Courses Consider the polynomial function f (x) = (x - 2)' - 18x (2023 Fall Term) MATH-110 ... (PART A) [4 MARKS]. Determine the critical points by solving the equation S' (x) = ( Q1 (8 points) (PART B) [4 MARKS]. Use Desmos to graph the function. Determine if the function This question is based on Section 4.1. has any local extremum and any absolute extremum. Label these points on your Follow the 5-step Problem-Solving Strategy: Solving a Related-Rates Problem graph. As usual, make sure your image shows the equations and points used to produce your graph. As always, leave all answers as exact values, from the textbook. A figure for Step 1 of the strategies is supplied for you below. Label your steps as the textbook does. Write your final answer as an exact value and then round your final answer to the nearest whole number. Your answer must include the correct units + Drag and drop an image or PDF file or click to browse. An airplane is flying overhead at a constant elevation of 4400 ft. Dory is viewing the plane from a position 800 ft from the base of a radio tower. The airplane is flying horizontally away from Dory. If the plane is flying at the rate of 380 ft/sec, at what rate is the distance between Dory and the plane increasing when the plane passes over the radio tower? Q3 (10 points) This question is based on Section. 4.4. (EXERCISE 1) [5 MARKS]. This exercise requires THEOREM 4.4 from the textbook. Verify that the function f(x) = x3- 3x2 -9x toh the interval [-2, 4] satisfies the criteria stated in Rolle's theorem, and then find all values c where f' (c) = OUse Desmos to create a graph of the function on the restricted interval. Indicate any solutions on your graph, (EXERCISE 2) [5 MARKS]. This exercise requires THEOREM 4.5 from the textbook. Verify that the function S(x) = Vxon the interval [8, 1000]satisfies the criteria stated in the Mean Value Theorem, and then find all values of c guaranteed by the theorem. Use Desmos to create a graph of the function on the restricted interval. Indicate any solutions on your graph. Time left Sho
