The graphs of a company's total revenue function and total cost function are shown. Use the graphs to answer the following questions. $ R(x) 40,000 H 20,000 Dollars (a) From the sale of 90 items, 400 Items, and 700 items, rank from smallest to largest the amount of profit received. O 90 items, 400 items, 700 Items O90 Items, 700 Items, 400 items O 400 items, 90 items, 700 Items O 400 items, 700 items, 90 items O 700 Items, 90 items, 400 items O 700 items, 400 items, 90 items ++ 200 400 600 800 Units Explain how to determine the amount of profit received for these items. O The profit is found by subtracting the cost from the revenue at each point. |cx| O The profit is found by adding the cost and the revenue at each point. O The profit is found by taking the slope at each point. O The profit is found by subtracting the revenue from the cost at each point. 400 700 none of these Note whether any of these scenarios results in a loss. (Select all that apply.) 90 (b) From the sale of the 91st item, the 401st item, and the 701st item, rank from smallest to largest the amount of profit received. O 90 items, 400 items, 700 Items O 90 items, 700 items, 400 items O 400 items, 90 items, 700 items O 400 Items, 700 Items, 90 items Ⓒ 700 items, 90 items, 400 Items O 700 Items, 400 Items, 90 items Explain how to determine the profit from the sale of these items. O The profit is found by subtracting the cost from the revenue at each point. O The profit is found by adding the cost and the revenue at each point. O The profit is found by taking the slope at each point. O The profit is found by subtracting the revenue from the cost at each point. none of these Note whether any of these scenarios results in a loss. (Select all that apply.) O 90 Ⓒ 400 Ⓒ700
The graphs of a company's total revenue function and total cost function are shown. Use the graphs to answer the following questions. $ R(x) 40,000 H 20,000 Dollars (a) From the sale of 90 items, 400 Items, and 700 items, rank from smallest to largest the amount of profit received. O 90 items, 400 items, 700 Items O90 Items, 700 Items, 400 items O 400 items, 90 items, 700 Items O 400 items, 700 items, 90 items O 700 Items, 90 items, 400 items O 700 items, 400 items, 90 items ++ 200 400 600 800 Units Explain how to determine the amount of profit received for these items. O The profit is found by subtracting the cost from the revenue at each point. |cx| O The profit is found by adding the cost and the revenue at each point. O The profit is found by taking the slope at each point. O The profit is found by subtracting the revenue from the cost at each point. 400 700 none of these Note whether any of these scenarios results in a loss. (Select all that apply.) 90 (b) From the sale of the 91st item, the 401st item, and the 701st item, rank from smallest to largest the amount of profit received. O 90 items, 400 items, 700 Items O 90 items, 700 items, 400 items O 400 items, 90 items, 700 items O 400 Items, 700 Items, 90 items Ⓒ 700 items, 90 items, 400 Items O 700 Items, 400 Items, 90 items Explain how to determine the profit from the sale of these items. O The profit is found by subtracting the cost from the revenue at each point. O The profit is found by adding the cost and the revenue at each point. O The profit is found by taking the slope at each point. O The profit is found by subtracting the revenue from the cost at each point. none of these Note whether any of these scenarios results in a loss. (Select all that apply.) O 90 Ⓒ 400 Ⓒ700
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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