Final answer:
To calculate the total distance around the track, we need to find the circumference of each semicircular end and the length of the two straights.
Step-by-step explanation:
To calculate the total distance around the track, we need to find the circumference of each semicircular end and the length of the two straights.
For the semicircular ends, the circumference can be calculated using the formula C = 2πr, where r is the radius. So, the total distance around the semicircular ends is 2 x 2π(29m).
For the straights, the total distance is simply the sum of their lengths, which is 91.3m + 91.3m.
Therefore, the total distance around the track is 2(2π(29m)) + 91.3m + 91.3m. Calculating this expression will give us the total distance in meters.