The 2 conditions are:
A + 3B = 24
5A + 3B = 36
subtract the first equation from the second to get. 4A = 12, So A = 3, then substitute to get B = 7.
Emely S.
asked 03/06/19The 2 conditions are:
A + 3B = 24
5A + 3B = 36
subtract the first equation from the second to get. 4A = 12, So A = 3, then substitute to get B = 7.
Patrick B. answered 03/07/19
Math and computer tutor/teacher
x+3y = 24
5x+3y = 36
5(24 - 3y) + 3y = 36
120 - 15y + 3y = 36
120- 12y = 36
-12y = -84
y = -84/-12 = 7
x = 24 - 3(7) = 24 - 21 = 3
3 and 7
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