36#/skip/5Score on last try: 0 of 1 pts. See Details for more.2 Get a similar questionYou can retry this question belowSolve the system of equations by graphing:Sy =ly = x-6- x - 2First graph each line, then place a dot indicating the solution to the system.5+4-2--5-4-3-2-114-2--3-4--5+Clear All Draw:Submit Question

Given system of equation : y=-x-2, y=x-6

Answered: Solve the system of equations by…

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter6: Systems Of Linear Equations And Inequalities

Section6.5: Applying Systems Of Linear Equations

Problem 33PFA

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Similar questions

(a) How do we graph the solution set of a system of inequalities. (b) Graph of the equation in the following system of inequalities are given graph the solution set of the system of inequalities. {x+y33xy1} (a) What is system of equation in the variable x, y and z? (b) What are the three method we used to solve a system of equations?
For the following exercise, create a system of linear equations to describe the behavior. Then, solve the system for all solutions using Cramer’s Rule. 58. You sold two types of scarves at a farmers' market and would like to know which one was more popular. The total number of scarves sold was 56, the yellow scarf cost $10, and the purple scarf cost $11. If you had total revenue of $583, how many yellow scarves and how many purple scarves were sold?
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For the following exercise, create a system of linear equations to describe the behavior. Then, solve the system for all solutions using Cramer’s Rule. 54. You invest $80,000 into two accounts, $22,000 in one account, and $58,000 in the other account. At the end of one year, assuming simple interest, you have earned $2,470 in interest. The second account receives half a percent less than twice the interest on the first account. What are the interest rates for your accounts?
For the following exercise, create a system of linear equations to describe the behavior. Then, solve the system for all solutions using Cramer’s Rule. 62. Three bands performed at a concert venue. The first band charged $15 per ticket, the second band charged $45 per ticket, and the final band charged $22 per ticket. There were 510 tickets sold, for a total of $12,700. If the first band had 40 more audience members than the second band, how many tickets were sold for each band?
For the following exercise, create a system of linear equations to describe the behavior. Then, solve the system for all solutions using Cramer’s Rule. 55. A movie theater needs to know how many adult tickets and children tickets were sold out of the 1,200 total tickets. If children's tickets are $5.95, adult tickets are $11.15, and the total amount of revenue was $12,756, how many children's tickets and adult tickets were sold?
For the following exercise, create a system of linear equations to describe the behavior. Then, solve the system for all solutions using Cramer’s Rule. 65. At a women's prison down the road, the total number of inmates aged 20 - 49 totaled 5,525. This year, the 20 - 29 age group increased by 10%, the 30 - 39 age group decreased by 20%, and the 40 - 49 age group doubled. There are now 6,040 prisoners. Originally, there were 500 more in the 30-39 age group than the 20-29 age group. Determine the prison population for each age group last year.
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Solve the system of equations by graphing: y = -x - 2 y = x- 6 First graph each line, then place a dot indicating the solution to the system.