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)
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1
Question 2
2.
Decide which story can be represented by the system of equations y=x+6 and x+y=100.
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Question 3
3.
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.
TYPE YOUR EQUATION TO REPRESENT CLARE'S SITUATION
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1
Question 4
4.
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.
TYPE YOUR EQUATION TO REPRESENT NOAH'S SITUATION
1 point
1
Question 5
5.
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. HOW MUCH WAS A GOAL WORTH?
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Question 6
6.
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. HOW MUCH WAS A PENALTY WORTH?
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Question 7
7.
Type your answer as an ordered pair.
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1
Question 8
8.
Write an equation for the system shown.
Type the equation that has a positive slope.
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1
Question 9
9.
Write an equation for the system shown.
Type the equation that has a negative slope
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1
Question 10
10.
Solve the system of equations. (You'll have to use substitution or elimination)
Type your answer as an ordered pair. *Round your answer to the hundredths or thousandths place*