Two cars a and b are travelling in the same direction with velocities v, and v, (v, > v½). When the car a is at a distance behind the car b, the driver of car a is at a distance behind the car b, the driver of car a applies breaks producing a uniform retardation f. There will be no collision when (a) d>(v, -v, /2f (b) d>(v, -v,)* /2s (c) d>(v, -v,)*/25 (d) d<(v, -v,)* /12f
Two cars a and b are travelling in the same direction with velocities v, and v, (v, > v½). When the car a is at a distance behind the car b, the driver of car a is at a distance behind the car b, the driver of car a applies breaks producing a uniform retardation f. There will be no collision when (a) d>(v, -v, /2f (b) d>(v, -v,)* /2s (c) d>(v, -v,)*/25 (d) d<(v, -v,)* /12f
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![Two cars a and b are travelling in the same direction with velocities v, and v, (v, > v,). When the car a
is at a distance behind the car b, the driver of car a is at a distance behind the car b, the driver of car
a applies breaks producing a uniform retardation f. There will be no collision when
(a) d>(v, -v) /25 (b) d>(v,-v.)* /2s (c) d>(v, -v,)*/2f (d) d<(v, -v,)* /12f
71.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F67121d05-ea4e-431c-87c8-e4a5dc47b892%2F120880ef-a34e-4e9e-bb23-5bc849b5518b%2F2od3dkd_processed.png&w=3840&q=75)
Transcribed Image Text:Two cars a and b are travelling in the same direction with velocities v, and v, (v, > v,). When the car a
is at a distance behind the car b, the driver of car a is at a distance behind the car b, the driver of car
a applies breaks producing a uniform retardation f. There will be no collision when
(a) d>(v, -v) /25 (b) d>(v,-v.)* /2s (c) d>(v, -v,)*/2f (d) d<(v, -v,)* /12f
71.
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