9-22 - Graphing Inequalities Graph the inequality.9. у< -2г10. y 2 3x11. у 2 212. xS-113. х <214. y>1«15. у > х — 316. у S1 - х18. Зх — у — 9 <о20. y>x + 117. 2x – y 2 -419. -x' + y2 521. x² + y >922. x + (y – 2) s 4

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Answered: 9-22 - Graphing Inequalities Graph the…

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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How can I graph these linear enequalities on a solution set number line? 1) 8x-11 is less than equal to 3x-16 2) 4(x+1)+2 is greater than equal to 3x+6 3) 2x-11 is lee than -3(x+2) 4) 1-(x+3) is greater than equal to 4-2x 5) 1- x/2 is greater than 4 6) 3x is less than 3(x-2) 7) 8(x+1) is less than equal to 7(x+5) +x
Graph the solution set of the system of inequalities. y ≤ −2x + 8 y ≤ − 1 2 x + 5 x ≥ 0, y ≥ 0 Find the coordinates of all vertices. (Order your answers from smallest to largest x, then from smallest to largest y. If there is no solution, enter NO SOLUTION.) (x, y) = (x, y) = (x, y) = (x, y) = Determine whether the solution set is bounded. The solution set is ---Select--- bounded not bounded .
The Digital Star Company makes two different models of computer tablets, which are assembled on two different assembly lines. Line 1 can assemble 30 units of the Star model and 40 units of the Prostar model per hour, and Line 2 can assemble 150 units of the Star model and 40 units of the Prostar model per hour. The company needs to produce at least 270 units of the Star model and 200units of the Prostar model to fill an order. (a) Write the inequalities that describe the production constraints on the number of each type of tablet needed to fill the order. (Let x be the number of hours that Line 1 is run, and let y be the number of hours that Line 2 is run.) production constraint, Star model production constraint, Prostar model x ≥ 0 production constraint, hours that Line 1 is run y ≥ 0 production constraint, hours that Line 2 is run (b) Graph the region determined by these constraint inequalities.
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Select the points that are solutions to the systems of inequalities. Select all that apply
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9-22 - Graphing Inequalities Graph the inequality. 9. у< -2г 10. y 2 3x 11. у 2 2 12. xS-1 13. х <2 14. y>1 «15. у > х — 3 16. у S1 - х 18. Зх — у — 9 <о 20. y>x + 1 17. 2x – y 2 -4 19. -x' + y2 5 21. x² + y >9 22. x + (y – 2) s 4