Which ordered pairs satisfy the system of inequalities given? \[\begin{array} { l } x + y > 1 \\ x - y > 1 \end{array}\]

A) $( 7,0 )$ B) $( 0,0 )$ C) $( 2,2 )$ D) $( 0,7 )$ E) $( 7,7 )$ A) $( 7,0 )$ B) $( 0,0 )$ C) $( 2,2 )$ D) $( 0,7 )$ E) $( 7,7 )$

Solve by the elimination method: \[\begin{array} { r } 9 x - 3 y = 6 \\ 12 x - 4 y = 8 \end{array}\]

A) (0, -2) B) (-9, -29) C) (-3, -11) D) (-6, -20) E) Dependent. The solutions satisfy the equation $3 x - y = 2$ A) (0, -2) B) (-9, -29) C) (-3, -11) D) (-6, -20) E) Dependent. The solutions satisfy the equation $3 x - y = 2$

Exam 6: Systems of Equations

Write a system of equations to describe the problem situation. It is not necessary to solve the problem. Paolo earns $481 from working 54 total hours at two jobs. He earns $6.55 per hour (x) at the first job and $9.20 per hour (y) at the second job.

(Multiple Choice)

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Question 61

Which ordered pairs satisfy the system of inequalities given? x+y>1 x-y>1

(Multiple Choice)

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Question 62

Do the graphs of the equations form parallel lines? (It is not necessary to graph them.) y=9-x y=2+x

(Multiple Choice)

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Question 63

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and $\mathrm { V}_{TbI }$ entered. 5x-3y=11 -20x+12y=-44

(Multiple Choice)

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Question 64

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and $\mathrm { V}_{TbI }$ entered. y-2.8x=3.8 0.6x+y=0.4

(Multiple Choice)

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Question 65

Write a system of equations to describe the problem situation. Use guess and check to solve the problem. Tickets for five students and two adults to a Saturday morning magic show cost $25. Tickets for six students and one adult cost $26.50. Find the price of an adult ticket.

(Multiple Choice)

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Question 66

Yoko has $5.00 in quarters and nickels. She has 24 coins altogether. How many quarters does she have?

(Multiple Choice)

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Question 67

Decide which variable has a coefficient of 1 or -1, and solve for that variable in terms of the other variable. $2 y - x = 7$

(Multiple Choice)

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Question 68

Solve for x. $6 = - 3 x - 12 ( - 2 )$

(Multiple Choice)

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Question 69

Write a system of equations to describe the problem situation. Use guess and check to solve the problem. An airplane flies eastbound from Boise to Chicago, covering the 1400 miles with the wind in 4 hours. A return flight against the same wind takes 5 hours. Find the speed of the wind, w.

(Multiple Choice)

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Question 70

Two angles are complementary. The measure of one angle is 60 degrees less than that of the other. Define variables for the measures of the angles. Write equations based on the given facts. Solve the resulting system by elimination to find the measures of the angles.

(Multiple Choice)

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Question 71

The perimeter of the front of a 20-ounce Cheerios box is 44 inches. The height is 4 inches more than the width. What is the width of the box?

(Multiple Choice)

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Question 72

Solve by the elimination method: 9x-3y=6 12x-4y=8

(Multiple Choice)

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Question 73

Showing 61 - 73 of 73

Write a system of equations to describe the problem situation. It is not necessary to solve the problem. Paolo earns $481 from working 54 total hours at two jobs. He earns $6.55 per hour (x) at the first job and $9.20 per hour (y) at the second job.

Which ordered pairs satisfy the system of inequalities given? x+y>1 x-y>1

Do the graphs of the equations form parallel lines? (It is not necessary to graph them.) y=9-x y=2+x

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and $\mathrm { V}_{TbI }$ entered. 5x-3y=11 -20x+12y=-44

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and $\mathrm { V}_{TbI }$ entered. y-2.8x=3.8 0.6x+y=0.4

Write a system of equations to describe the problem situation. Use guess and check to solve the problem. Tickets for five students and two adults to a Saturday morning magic show cost $25. Tickets for six students and one adult cost $26.50. Find the price of an adult ticket.

Yoko has $5.00 in quarters and nickels. She has 24 coins altogether. How many quarters does she have?

Decide which variable has a coefficient of 1 or -1, and solve for that variable in terms of the other variable. $2 y - x = 7$

Solve for x. $6 = - 3 x - 12 ( - 2 )$

Write a system of equations to describe the problem situation. Use guess and check to solve the problem. An airplane flies eastbound from Boise to Chicago, covering the 1400 miles with the wind in 4 hours. A return flight against the same wind takes 5 hours. Find the speed of the wind, w.

Two angles are complementary. The measure of one angle is 60 degrees less than that of the other. Define variables for the measures of the angles. Write equations based on the given facts. Solve the resulting system by elimination to find the measures of the angles.

The perimeter of the front of a 20-ounce Cheerios box is 44 inches. The height is 4 inches more than the width. What is the width of the box?

Solve by the elimination method: 9x-3y=6 12x-4y=8

Algebraic Representations

Operations With Real Numbers

Solving Equations

Ratios, Rates, and Proportional Reasoning

Formulas, Functions, Linear Equations, and Inequalities in Two Variables

Polynomial Expressions

Squares and Square Roots

Rational Expressions

Filters

Exam 6: Systems of Equations

Write a system of equations to describe the problem situation. It is not necessary to solve the problem. Paolo earns $481 from working 54 total hours at two jobs. He earns $6.55 per hour (x) at the first job and $9.20 per hour (y) at the second job.

Which ordered pairs satisfy the system of inequalities given? x+y>1 x-y>1

Do the graphs of the equations form parallel lines? (It is not necessary to graph them.) y=9-x y=2+x

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and VTbI\mathrm { V}_{TbI }VTbI​ entered. 5x-3y=11 -20x+12y=-44

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and VTbI\mathrm { V}_{TbI }VTbI​ entered. y-2.8x=3.8 0.6x+y=0.4

Write a system of equations to describe the problem situation. Use guess and check to solve the problem. Tickets for five students and two adults to a Saturday morning magic show cost $25. Tickets for six students and one adult cost $26.50. Find the price of an adult ticket.

Yoko has $5.00 in quarters and nickels. She has 24 coins altogether. How many quarters does she have?

Decide which variable has a coefficient of 1 or -1, and solve for that variable in terms of the other variable. 2y−x=72 y - x = 72y−x=7

Solve for x. 6=−3x−12(−2)6 = - 3 x - 12 ( - 2 )6=−3x−12(−2)

Write a system of equations to describe the problem situation. Use guess and check to solve the problem. An airplane flies eastbound from Boise to Chicago, covering the 1400 miles with the wind in 4 hours. A return flight against the same wind takes 5 hours. Find the speed of the wind, w.

Two angles are complementary. The measure of one angle is 60 degrees less than that of the other. Define variables for the measures of the angles. Write equations based on the given facts. Solve the resulting system by elimination to find the measures of the angles.

The perimeter of the front of a 20-ounce Cheerios box is 44 inches. The height is 4 inches more than the width. What is the width of the box?

Solve by the elimination method: 9x-3y=6 12x-4y=8

Algebraic Representations

Operations With Real Numbers

Solving Equations

Ratios, Rates, and Proportional Reasoning

Formulas, Functions, Linear Equations, and Inequalities in Two Variables

Polynomial Expressions

Squares and Square Roots

Rational Expressions

Filters

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and $\mathrm { V}_{TbI }$ entered. 5x-3y=11 -20x+12y=-44

Use a table to solve the system of equations. If you use a calculator table, record the TbIStart and $\mathrm { V}_{TbI }$ entered. y-2.8x=3.8 0.6x+y=0.4

Decide which variable has a coefficient of 1 or -1, and solve for that variable in terms of the other variable. $2 y - x = 7$

Solve for x. $6 = - 3 x - 12 ( - 2 )$