Motor car P travelling at 30km/h on straight road is overtaken by another car Q at 40 km/h. P immediately accelerates after travelling a distance of 0.5 km and overtakes second car Q which has kept its speed constant.
a.) Find the time taken.
b.) Find the greatest distance between the cars at this time.
2007-01-08 06:35:57 · 1 個解答 · 發問者 Anonymous in 科學 ➔ 其他:科學
因為上次答了你的問題之後,你取消了題目,白費了我的心機和時間,這次,我雖然已經計出了答案,但沒有興趣再打出來給你了。
2007-01-08 23:22:22 補充:
a) 45sb) 250m
2007-01-11 18:55:46 補充:
30 km/h = 30000/3600 = 8.33 m/s40 km/h = 40000/3600 = 11.11 m/s500 m = 11.11tt = 45 sS=ut + 0.5at^2500 = (8.33)(45) + 0.5a(45)^2 gives a = 0.1236 m/s^2
2007-01-11 18:56:29 補充:
Let when t=0, position of car P = Xp and position of car Q = XqXp = 8.33t (0.5)(0.1236)t^2Xq = 11.11t
2007-01-11 18:56:57 補充:
Difference = Xq-Xp = 2.78t - 0.0618t^2Since this is a quadratic equaton, the optium point must at the mid point of roots, that is22.5s,Xq-Xp|max = 2.78(22.5) - (0.0618)(22.5)^2 = 31.26m
2007-01-08 18:17:57 · answer #1 · answered by ? 7 · 0⤊ 0⤋