The weekly revenue from the production and sale of x units of grain is given by R(x) = 237x - x thousand dollars. The cost function is given by Cx) = x + 193x + 3 thousand dollars. Find the number of units of grain that are to be produced to maximize the profit if0 sxS 17. Answer Keypad Keyboard Shortcut units

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Lesson: 3.5 Absolute Maximum and Minim.
DSHUN EDWARDS
2/11
Question 3 of 11, Step 1 of 1
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The weekly revenue from the production and sale of x units of grain is given by R(x) = 237x - x? thousand dollars. The cost
function is given by C(x) = x? + 193x + 3 thousand dollars. Find the number of units of grain that are to be produced to
maximize the profit if 0 sx S 17.
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Transcribed Image Text:Done A learn.hawkeslearning.com AA - Save & Exit Certify Lesson: 3.5 Absolute Maximum and Minim. DSHUN EDWARDS 2/11 Question 3 of 11, Step 1 of 1 Correct The weekly revenue from the production and sale of x units of grain is given by R(x) = 237x - x? thousand dollars. The cost function is given by C(x) = x? + 193x + 3 thousand dollars. Find the number of units of grain that are to be produced to maximize the profit if 0 sx S 17. Answer E Keypad Keyboard Shortcut lunits Submit Answer © 2022 Hawkes Learning
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