Brandon is analyzing the profits from two of his restaurant locations. The first location showed a profit of $3,000 in the first week of the
year but has a showed a steady decrease in profits of 1.5% each week since then.
His second location showed a profit of $1,500 in the first week of the year and has showed a steady increase in profits of 1.2% each week
since then.
Which system of equations can Brandon use to determine the number of weeks, x, until the profits, y, from the two locations are the
same?

A. y=3,000(1.015)ˣ
y=1,500(1.012)ˣ
B. y=-3,000(0.985)ˣ
y=1,500(1.012)ˣ
C. y=3,000(0.985)ˣ
y=1,500(1.012)ˣ
D. y=-3,000(1.015)ˣ
y=1,500(1.012)ˣ