Respuesta :
x is the amount of hours that the companies would charge the same,
and y is the charge for that number of hours.
We will do a system of two, two-equations two-variables.
150 + 72x = y E1
240 + 54x = y E2
We'll work it out by elimination, removing y and obtain x.
E1 - E2 =>
(150 - 240) + (72 - 54)x = (y-y)
-90 + 18x = 0
18x = 90
x = 5
A. For 5 hours.
Now to get y, lets use any of the two equations to get y, lets use E2
240 + 54*5 = y
y = 240 + 270
y = 510
B. It would cost 510$
(tell me, did you get it? its better when you actually learn how to do it; I hope I helped you clarify. Also dont rely solely on other people doing your stuff =P, but gl anyways)
and y is the charge for that number of hours.
We will do a system of two, two-equations two-variables.
150 + 72x = y E1
240 + 54x = y E2
We'll work it out by elimination, removing y and obtain x.
E1 - E2 =>
(150 - 240) + (72 - 54)x = (y-y)
-90 + 18x = 0
18x = 90
x = 5
A. For 5 hours.
Now to get y, lets use any of the two equations to get y, lets use E2
240 + 54*5 = y
y = 240 + 270
y = 510
B. It would cost 510$
(tell me, did you get it? its better when you actually learn how to do it; I hope I helped you clarify. Also dont rely solely on other people doing your stuff =P, but gl anyways)
Red Bus Company
Price = 150 + 72h
Blue Bus Company
Price = 240 + 54h
Try to solve now and let me know if you need more help
Price = 150 + 72h
Blue Bus Company
Price = 240 + 54h
Try to solve now and let me know if you need more help