Question

solve for x and y : 37x+43y=123 , 43x+37y=117 solve from elimination method.​

Answer 1

Step-by-step explanation:

Let ,

37x+43y=123----(1)

43x+37y=117----(2)

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Answer 2

Step-by-step explanation:

Let the equations be

37x+43y=123 -(1)

43x+37y=117-(2)

multiply eq 1 with 37 to eliminate y and equation 2 with 43

1369x+1591y=4551-(3)

1849x+1591y=5031-(4)

now subtract eq 3-4

1369x+1591y=4551

-1849x-1591y=5031

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-480x = -480

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x=-480/-480

=1

Substitute x value in eq 1

37*1+43y=123

=>43y=123-37

43y=86

y=86/43

y=2

therefore x=1 and y=2