7. A speeding truck moving at a constant speed of VT = 35 m/s passes a stopped police car (call this time t = 0). The police car begins accelerating at a constant rate, ap=2.4 m/s2 three (3) seconds after the car passes it. a Write down equations which describe this particular situation, one for the truck and one for the police car using the x axis as a coordinate. T-0 is time when car passes truck. truck t=0 Police car t-0 C. XT XP b ) Find the time it takes for the police car to catch up to the truck and find the distance covered for the police car to catch the truck. What distance does it take for police car to catch the truck.?

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Chapter1: Units, Trigonometry. And Vectors
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7. A speeding truck moving at a constant speed of vr = 35 m/s passes a stopped police
car (call this time t = 0). The police car begins accelerating at a constant rate, ap = 2.4
m/s2 three (3) seconds after the car passes it.
a(
Write down equations which describe this particular situation, one for the truck
and one for the police car using the x axis as a coordinate. T-O is time when car passes
truck.
truck
t-0
Police car t=0
C.
XT
XP
b
Find the time it takes for the police car to catch up to the truck and find the
distance covered for the police car to catch the truck.
What distance does it take for police car to catch the truck.?
Transcribed Image Text:7. A speeding truck moving at a constant speed of vr = 35 m/s passes a stopped police car (call this time t = 0). The police car begins accelerating at a constant rate, ap = 2.4 m/s2 three (3) seconds after the car passes it. a( Write down equations which describe this particular situation, one for the truck and one for the police car using the x axis as a coordinate. T-O is time when car passes truck. truck t-0 Police car t=0 C. XT XP b Find the time it takes for the police car to catch up to the truck and find the distance covered for the police car to catch the truck. What distance does it take for police car to catch the truck.?
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