Question
A system of equations is shown below:
Equation A: 5x+9y=12
Equation B: 4x−3y=8
Which method eliminates one of the variables?
(1 point)
Responses
Multiply Equation B by 54
and add the result to Equation A.
Multiply Equation B by 5 fourths and add the result to Equation A.
Multiply Equation B by 3
and add the result to Equation A.
Multiply Equation B by 3 and add the result to Equation A.
Multiply Equation A by −13
and add the result to Equation B.
Multiply Equation A by negative 1 third and add the result to Equation B.
Multiply Equation A by 45
and add the result to Equation B.
Equation A: 5x+9y=12
Equation B: 4x−3y=8
Which method eliminates one of the variables?
(1 point)
Responses
Multiply Equation B by 54
and add the result to Equation A.
Multiply Equation B by 5 fourths and add the result to Equation A.
Multiply Equation B by 3
and add the result to Equation A.
Multiply Equation B by 3 and add the result to Equation A.
Multiply Equation A by −13
and add the result to Equation B.
Multiply Equation A by negative 1 third and add the result to Equation B.
Multiply Equation A by 45
and add the result to Equation B.
Answers
GPT 3.5
The correct method that eliminates one of the variables is to "Multiply Equation B by 3 and add the result to Equation A."
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