Math Calculus 110 in chapter 3 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
C app.crowdmark.com/student/assessm.. Q Q4 (4 points) M Gmail YouTube Maps GE News Translate PAWS All Bookmarks This question is based on Section 3.4. You must include the correct = 7- crowdmark Courses units in your final answers below. Suppose Dory owns a pet store. The number of toys, x, that she can sell After you have completed the assignment, please save, scan, or take photos of your work and upload your files (2023 Fall Term) MATH-110 .. to the questions below. Crowdmark accepts PDF, JPG, and PNG file formats. each day is related to the price she charges, p, by the equation p(x) = 10 - 0.05x. She can sell at most 200 toys per day. Q1 (4 points) PART A. [2 MARKS]. Determine the revenue function over the This question is based on Section 3.2. appropriate domain Write the limit definition of the derivative from the textbook [1 MARK] and use it to determine the PART B. [2 MARKS]. Use the marginal revenue function to estimate the derivative of f (x) = x3. [3 MARKS]. revenue obtained from selling the 150th toy. Compare this to the actual revenue obtained from the sale of the 150th toy. + Drag and drop an image or PDF file or click to browse. + Drag and drop an image or PDF file or click to browse.. Q2 (4 points) In Section 3.2, we learn that a differentiable function is always continuous; however, a continuous function is not necessarily differentiable. Using the limit definition of the Q5 (5 points) derivative, show that the continuous function f (x) = v x - 1 is not differentiable at x = 1. This question is based on Section 3.5. PART A. [3 MARKS]. Find the equation of the line tangent to the graph of f(x) = sin x + cos x at the point (0, 1). Write your final answer in + Drag and drop an image or PDF file or click to browse.. Slope Intercept form. Leave answers as exact values. PART B. [2 MARKS]. Use the Desmos Graphing Calculator tool to graph /(x) on the restricted interval [-27, 2x], the tangent line, and the point of tangency. Your screenshot must show the equations and points with the graph. Time left: Help Time left Show