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State what you think you understand and I'll correct you if you like. 3) You can use the same equation i derived in question 1, just rearrange to solve for v. d = 80 and accel = 9. 8, accel due to g. 4) well for a. you're lookiing for time, given v and d. the basic eq you should have seen d =v*t, distance covered = velocity * time. rearrange to solve tor t, t=d/v. d is the t for each car's velocity, and you can compare the times to answer a. For b. realize that the question is asking you to find a single distance that both cars must travel. the difference is just time. so for the fast car the time is =d /v-fast. for the slow car t is d /v-slow. the problem indicates that t for v-slow is. 25 hours longer than for v-fast. by combining the equations (d/ v-fast) +. 25 = d/ v-slow (time of fast car + 15 mins = time of slow car) we have an eq relating d to two v's. plug in and solve for d. 5) you should have been shown an eq that relates distance covered when there is an initial velocity, something like d = Vi *t + 1/2 a*t^2 I know it's ugly, but just plug in d (50m) and Vi (2.
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