Respuesta :
The equations would be:
x=18+3y
x+y=54
(substitute x in the second equation with 18+3y)
18+3y+y=54
(combine like terms and solve for y)
y=9
(plug y into the second equation to find x)
x+9=54
x=45
x=18+3y
x+y=54
(substitute x in the second equation with 18+3y)
18+3y+y=54
(combine like terms and solve for y)
y=9
(plug y into the second equation to find x)
x+9=54
x=45
The numbers are 18 and 72
Represent the numbers with x and y.
So, we have the following equations
x = 18 + 3y
x - y = 54
Substitute x = 18 + 3y in the second equation
18 + 3y - y = 54
This gives
18 + 2y = 54
Subtract 18 from both sides
2y = 36
Divide both sides by 2
y = 18
Recall that:
x = 18 + 3y
So, we have:
x = 18 + 3*18
x = 72
Hence, the numbers are 18 and 72
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