The table shows the rates at which ajay and tory are biking along the same trail. person: rate: ajay: 200 tory: 250 a. suppose ajay began the trail 325 meters ahead of tory. write a system of equations to represent the distance y each person will travel after any number of mimutes x.

The rates are:

Ajay : 200

Tory : 250

I assume those are in meters per minute.

Now, we suppose that Ajay began the trail 325 meters ahead, so if we put the zero in Tory position, we got:

Ajay position = 325 meters + 200*x meters

Tory position = 250*x meters

Where x is the number of minutes after they started to bike.

From this, we can compare their positions, and see in which minute x Tory position and Ajay position are the same.

325 + 200x = 250x

325 = 250x - 200x = 50x

x = 325/50 = 6.5 minutes.

So before of x = 6.5 minutes, Ajay is ahead. After x =6,5 minutes, Tory is ahead.

step-by-step explanation:

i believe the answer is c.