Exam 4: Systems of Linear Equations

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Solve the system by substitution. Substitute the expression in the second equation into the first equation and solve. Solve the system by substitution. Substitute the expression in the second equation into the first equation and solve.   If the system is dependent or inconsistent , or if there is no solution , indicate this. If the system is dependent or inconsistent , or if there is no solution , indicate this.

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Two positive numbers have a difference of Two positive numbers have a difference of   The larger number is one more than twice the smaller. Find the two numbers. The larger number is one more than twice the smaller. Find the two numbers.

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Solve the system by eliminating the Solve the system by eliminating the   variable.  variable. Solve the system by eliminating the   variable.

(Multiple Choice)
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The difference of two positive numbers is The difference of two positive numbers is   The larger is twice the smaller decreased by   Find the two numbers. The larger is twice the smaller decreased by The difference of two positive numbers is   The larger is twice the smaller decreased by   Find the two numbers. Find the two numbers.

(Multiple Choice)
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How much 47% antifreeze solution and 37% antifreeze solution should be combined to give 50 gallons of 43% antifreeze solution? __________ gallons of 47% solution __________ gallons of 37% solution

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Solve the system of linear equations by the elimination method. Solve the system of linear equations by the elimination method.   If the system is dependent or inconsistent , indicate this. If the system is dependent or inconsistent , indicate this.

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A mixture of 13% disinfectant solution is to be made from 16% and 12% disinfectant solutions. How much of each solution should be used if 40 gallons of 13% solution are needed? __________ gallons of 16% solution __________ gallons of 12% solution

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Solve the system of linear equations by graphing. Solve the system of linear equations by graphing.

(Multiple Choice)
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Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? a month in loan payments, and it gets Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? miles per gallon in gas mileage. The car will cost Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? a month in loan payments, but it gets Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? miles per gallon in gas mileage. Daniel estimates that he will pay Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? per gallon for gas. This means that the monthly cost to drive the truck Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? miles will be Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? The total monthly cost to drive the car Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? miles will be Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? The following figure shows the graph of each equation. Daniel is trying to decide whether to buy a car or a truck. The truck he is considering will cost him   a month in loan payments, and it gets   miles per gallon in gas mileage. The car will cost   a month in loan payments, but it gets   miles per gallon in gas mileage. Daniel estimates that he will pay   per gallon for gas. This means that the monthly cost to drive the truck   miles will be   The total monthly cost to drive the car   miles will be   The following figure shows the graph of each equation.   At how many miles do the car and the truck cost the same to operate? At how many miles do the car and the truck cost the same to operate?

(Multiple Choice)
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The sum of two numbers is The sum of two numbers is   One number is   times the other. Find the numbers. One number is The sum of two numbers is   One number is   times the other. Find the numbers. times the other. Find the numbers.

(Multiple Choice)
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Solve the system by substitution. Substitute the expression in the second equation into the first equation and solve. Solve the system by substitution. Substitute the expression in the second equation into the first equation and solve.   If the system is dependent or inconsistent , or if there is no solution , indicate this. If the system is dependent or inconsistent , or if there is no solution , indicate this.

(Essay)
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Solve the system of linear equations by graphing. Solve the system of linear equations by graphing.

(Multiple Choice)
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One number is One number is   more than   times another. Their sum is   Find the two numbers. more than One number is   more than   times another. Their sum is   Find the two numbers. times another. Their sum is One number is   more than   times another. Their sum is   Find the two numbers. Find the two numbers.

(Essay)
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Solve the system of linear equations by elimination. Solve the system of linear equations by elimination.   If the system is dependent or inconsistent , indicate this. If the system is dependent or inconsistent , indicate this.

(Essay)
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Solve the system of linear equations by graphing. Solve the system of linear equations by graphing.

(Multiple Choice)
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Jane is deciding between two sales positions. She can work for Marcy s and receive Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? per hour or for Gigi s, where she earns Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs. Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions? Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? . If Jane expects to work less than Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? hours a week, which job should she choose? Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? . If Jane expects to work more than Jane is deciding between two sales positions. She can work for Marcy s and receive   per hour or for Gigi s, where she earns   per hour but also receives a $30 commission per week. The two lines in the following figure represent the money Jane will make for working at each of the jobs.     . From the sketch of the graphed lines, how many hours would Jane have to work to earn the same amount at each of the positions?   . If Jane expects to work less than   hours a week, which job should she choose?   . If Jane expects to work more than   hours a week, which job should she choose? hours a week, which job should she choose?

(Multiple Choice)
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If a If a   -inch rope is to be cut into two pieces so that one piece is   inches longer than twice the other, how long is each piece? -inch rope is to be cut into two pieces so that one piece is If a   -inch rope is to be cut into two pieces so that one piece is   inches longer than twice the other, how long is each piece? inches longer than twice the other, how long is each piece?

(Multiple Choice)
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Solve the system of linear equations by graphing. Solve the system of linear equations by graphing.

(Multiple Choice)
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The Bishop's Peak 4H club is having its annual fundraising dinner. Adults pay $30 apiece and children pay $15 apiece. If the number of adult tickets sold is twice the number of children's tickets sold, and the total income for the dinner is $3,000, how many of each kind of ticket did the 4H club sell? __________ adult tickets __________ children tickets

(Essay)
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Solve the system by solving one of the equations for Solve the system by solving one of the equations for   or   and then use the substitution method.   If the lines coincide, answer dependent . If the lines are parallel, answer no solution . or Solve the system by solving one of the equations for   or   and then use the substitution method.   If the lines coincide, answer dependent . If the lines are parallel, answer no solution . and then use the substitution method. Solve the system by solving one of the equations for   or   and then use the substitution method.   If the lines coincide, answer dependent . If the lines are parallel, answer no solution . If the lines coincide, answer dependent . If the lines are parallel, answer no solution .

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