Zac and Lynn are each traveling on a trip. So far, Zac has traveled 123.75 miles in 2.25 hours. Lynn leaves half an
hour after Zac. So far, she has traveled 105 miles
in 1.75 hours. Assume Zac and Lynn travel at constant
rates.
Let x represent the number of hours that have
elapsed since Zac started traveling. Let y represent
the number of miles traveled. On a piece of paper,
write a system of linear equations that represents
the distance each of them has traveled since Zac left
on his trip. Assume Zac and Lynn continue to travel
at the same constant rates and make no stops.
Determine the solution of the system of linear
equations.