Open Up - Grade 8 - Mathematics - Unit 4 - Lesson 15

Last updated 12 months ago

8 questions

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

Open Up - Grade 8 - Mathematics - Unit 4 - Lesson 15

Last updated 12 months ago

8 questions

Kiran and his cousin work during the summer for a landscaping company. Kiran's cousin has been working for the company longer, so his pay is 30% more than Kiran's. Last week his cousin worked 27 hours, and Kiran worked 23 hours.

Together, they earned $493.85. What is Kiran's hourly pay?(Round to the nearest cent)

8.EE.8.b

8.EE.8.c

Decide which story can be represented by the system of equations y=x+6 and x+y=100.

8.EE.8.b

8.EE.8.c

Clare and Noah play a game in which they earn the same number of points for each goal and lose the same number of points for each penalty. Clare makes 6 goals and 3 penalties, ending the game with 6 points. Noah earns 8 goals and 9 penalties and ends the game with -22 points.

Write a system of equations that describes Clare and Noah's outcomes. Use x to represent the number of points for a goal and y to represent the number of points for a penalty.

8.EE.8.b

8.EE.8.c

Clare and Noah play a game in which they earn the same number of points for each goal and lose the same number of points for each penalty. Clare makes 6 goals and 3 penalties, ending the game with 6 points. Noah earns 8 goals and 9 penalties and ends the game with -22 points.

Solve the system.

8.EE.8.b

8.EE.8.c

8.EE.8.b

8.EE.8.c

Estimate the coordinates of the point where the two lines meet.

8.EE.8.b

8.EE.8.c

Choose two equations that make up the system represented by the graph.

8.EE.8.b

8.EE.8.c

Solve the system of equations and confirm the accuracy of your estimate.(Use the Information from questions 6 and 7)

8.EE.8.b

8.EE.8.c

Open Up - Grade 8 - Mathematics - Unit 4 - Lesson 15

Open Up - Grade 8 - Mathematics - Unit 4 - Lesson 15

Decide which story can be represented by the system of equations y=x+6 and x+y=100.

Clare and Noah play a game in which they earn the same number of points for each goal and lose the same number of points for each penalty. Clare makes 6 goals and 3 penalties, ending the game with 6 points. Noah earns 8 goals and 9 penalties and ends the game with -22 points.Solve the system.

Estimate the coordinates of the point where the two lines meet.

Choose two equations that make up the system represented by the graph.

Solve the system of equations and confirm the accuracy of your estimate.(Use the Information from questions 6 and 7)

Decide which story can be represented by the system of equations y=x+6 and x+y=100.

Clare and Noah play a game in which they earn the same number of points for each goal and lose the same number of points for each penalty. Clare makes 6 goals and 3 penalties, ending the game with 6 points. Noah earns 8 goals and 9 penalties and ends the game with -22 points.Solve the system.

Estimate the coordinates of the point where the two lines meet.

Choose two equations that make up the system represented by the graph.

Solve the system of equations and confirm the accuracy of your estimate.(Use the Information from questions 6 and 7)

Clare and Noah play a game in which they earn the same number of points for each goal and lose the same number of points for each penalty. Clare makes 6 goals and 3 penalties, ending the game with 6 points. Noah earns 8 goals and 9 penalties and ends the game with -22 points.

Solve the system.

Clare and Noah play a game in which they earn the same number of points for each goal and lose the same number of points for each penalty. Clare makes 6 goals and 3 penalties, ending the game with 6 points. Noah earns 8 goals and 9 penalties and ends the game with -22 points.

Solve the system.