Ashley runs around the following track. How many times must she run around the track in order to run a total distance of 4 km?

measurements: 100m and 60m

I am assuming it is an oval shaped track where 100 is the diameter length wise and 60 is the diameter across.

Then, use this approximation to get your p, which is the circumference of the track.
(Remove the spaces to view the image.)

d2gbom735ivs5c.cloudfront. net/m/geometry/images/ellipse-perim-2 . gif

where a = 100 and b = 60. Once you get p, convert it from m to km and divide 4 km by the value to get your answer.

To find out how many times Ashley must run around the track in order to run a total distance of 4 km, we need to determine the length of the track and divide the total distance by it.

From the given measurements, we have:
- One complete lap consists of running 100 meters and 60 meters.
- So, the total length of one complete lap is 100m + 60m = 160m.

To convert 4 km into meters, we multiply it by 1000 (since 1 km equals 1000 m):
4 km * 1000 = 4000 m.

Now we can find how many times Ashley must run around the track by dividing the total distance by the length of one complete lap:
4000 m / 160 m = 25.

Therefore, Ashley must run around the track 25 times in order to run a total distance of 4 km.

To determine how many times Ashley must run around the track to cover a total distance of 4 km, we first need to find the total length of the track.

Let's calculate that:

The track consists of two different measurements: 100m and 60m.

To determine the total length, we need to know how many sections of each measurement are in the track. Let's suppose there are "x" sections of 100m and "y" sections of 60m.

So, the equation becomes:

Length of the track = (100m * x) + (60m * y)

Unfortunately, with the given information, we don't have enough details to calculate the exact length of the track. Therefore, we'll need additional information or measurements to determine the total length.

Once we know the total length of the track, we can then divide the total distance Ashley wants to run (4 km) by the length of the track to find out how many times she needs to run around it.