Problema Solution

Name: Mileage: Time: (hours, minutes, seconds)

Adam. 68 5/8. 1:49:48

Allen. 58 4/5. 1:36:00

Nigel. 32 3/10. 0:51:00

Owen. 44 1/10. 1:12:00

William 54 3/8. 1:27:00

Which set of drivers are progressing at the same pace?

Answer provided by our tutors

Adam. 68 5/8. 1:49:48


the pace of Adam in miles per seconds is:


(68 5/8)/(1*60*60 + 49*60 + 48) = 549/6588*8 = 0.67 mi/s


Allen. 58 4/5. 1:36:00


the pace of Allen in miles per seconds is:


(58 4/5)/(1*60*60 + 36*60) = 236/28800 = 0.0082 mi/s


Nigel. 32 3/10. 0:51:00


the pace of Nigel in miles per seconds is:


(32 3/10)/(51*60) = 323/30600 = 0.0105 mi/s


Owen. 44 1/10. 1:12:00


the pace of Owen in miles per seconds is:


(44 1/10) / (1*60*60 + 12*60) = 441/43200 = 0.0102 mi/s


William 54 3/8. 1:27:00


the pace of William in miles per seconds is:


(54 3/8) / (1*60*60+27*60) = 435/41760 = 0.0104 mi/s


Nigel, Owen and William are progressing at the same pace.