If x+y=580 and x=3y then what are x and y?

x = 435

y = 145

Step-by-step explanation:

The key to this problem is that x = 3y. So put that into

x + y = 580 Substitute 3y for x

3y + y = 580 Combine like terms

4y = 580 Divide by 4

4y / 4 = 580 / 4 Do the division

y = 145

x + y = 580 Substitute the value for y

x + 145 = 580 Subtract 145 from both sides

x = 580 - 145 Combine

x = 435

x=435, y=145

Step-by-step explanation:

You substitute x for 3y in this equation and get

3y+y=580

from here you simplify

4y=580

and divide 580 by 4 to get what y is

y=580/4

y=145

now since x=3y you mutiply y by 3

x=3 (y)

x=3 (145)

x=435