One angle measures 54 more degrees than 3 times another angle. The angles are supplementary. Which system of equations that can be used to determine x and y, measures of the angles?
Responses
A y = 54 - 3x
x + y = 180 y = 54 - 3 x x + y = 180
B y = 54 + 3x
x + y = 180 y = 54 + 3x x + y = 180
C y = 54 + 3x
x - y = 180
y = 54 + 3 x x - y = 180
D y = 54 - 3x
x - y = 180y = 54 - 3 x x - y = 180
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One angle measures 54 more degrees than 3 times another angle. The angles are supplementary. Which system of equations that can be used to determine x and y, measures of the angles?
Responses
A y = 54 - 3x
x + y = 180 y = 54 - 3 x x + y = 180
B y = 54 + 3x
x + y = 180 y = 54 + 3x x + y = 180
C y = 54 + 3x
x - y = 180
y = 54 + 3 x x - y = 180
D y = 54 - 3x
x - y = 180y = 54 - 3 x x - y = 180
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One angle measures 54 more degrees than 3 times another angle. The angles are supplementary. Which system of equations that can be used to determine x and y, measures of the angles?
Responses
A y = 54 - 3x
x + y = 180 y = 54 - 3 x x + y = 180
B y = 54 + 3x
x + y = 180 y = 54 + 3x x + y = 180
C y = 54 + 3x
x - y = 180
y = 54 + 3 x x - y = 180
D y = 54 - 3x
x - y = 180y = 54 - 3 x x - y = 180
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One angle measures 54 more degrees than 3 times another angle. The angles are supplementary. Which system of equations that can be used to determine x and y, measures of the angles?
Responses
A y = 54 - 3x
x + y = 180 y = 54 - 3 x x + y = 180
B y = 54 + 3x
x + y = 180 y = 54 + 3x x + y = 180
C y = 54 + 3x
x - y = 180
y = 54 + 3 x x - y = 180
D y = 54 - 3x
x - y = 180y = 54 - 3 x x - y = 180
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The correct answer is:
A) y = 54 - 3x
x + y = 180