PROBLEM 3 Flash is desperate to save a person in the past by traveling back in time using a rotating time warp machine. In order to do so, he needs to rotate the rim to a speed of v = 650 m/s by running over the bottom of it. However, Flash is not aware that doing so would trigger a chain of events that would result in the destruction of the planet. Meanwhile, another Flash from a parallel dimension warned Batman of what is going to happen. Batman, who is 200 m away, rushed towards Flash to stop him. Using the a-t graph of Flash and the v-t graph of Batman shown, determine whether Batman is able to stop Flash or not. Assume that both were at rest when t = 0. aflash (m/s) V Batman (m/s) 50 100 50 +t(s) 10 tt(s) 5 10 200 m
PROBLEM 3 Flash is desperate to save a person in the past by traveling back in time using a rotating time warp machine. In order to do so, he needs to rotate the rim to a speed of v = 650 m/s by running over the bottom of it. However, Flash is not aware that doing so would trigger a chain of events that would result in the destruction of the planet. Meanwhile, another Flash from a parallel dimension warned Batman of what is going to happen. Batman, who is 200 m away, rushed towards Flash to stop him. Using the a-t graph of Flash and the v-t graph of Batman shown, determine whether Batman is able to stop Flash or not. Assume that both were at rest when t = 0. aflash (m/s) V Batman (m/s) 50 100 50 +t(s) 10 tt(s) 5 10 200 m
Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
5th Edition
ISBN:9781305084766
Author:Saeed Moaveni
Publisher:Saeed Moaveni
Chapter18: Mathematics In Engineering
Section: Chapter Questions
Problem 28P
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Transcribed Image Text:PROBLEM 3
Flash is desperate to save a person in the past by traveling back in time using a rotating time warp machine. In order to do so, he
needs to rotate the rim to a speed of v = 650 m/s by running over the bottom of it. However, Flash is not aware that doing so
would trigger a chain of events that would result in the destruction of the planet. Meanwhile, another Flash from a parallel
dimension warned Batman of what is going to happen. Batman, who is 200 m away, rushed towards Flash to stop him. Using the
a-t graph of Flash and the v-t graph of Batman shown, determine whether Batman is able to stop Flash or not. Assume that both
were at rest when t = 0.
aflash (m/s)
V Batman (m/s)
50
100
50
+(s)
10
+t(s)
15
10
200 m-
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