100km h to m s

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100km h to m s The head of a rattlesnake can accelerate at 50 m s 2 in striking a victim If a car could do as well how long would it take to reach a speed of 100 km h from rest

An airplane is heading north at an airspeed of 700 km hr but there is a wind blowing from the northeast at 40 km hr A train travelling at 100 km h slows down with a uniform deceleration of 0 600 m s How long does it take to stop

100km h to m s

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100km h to m s
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23 7 km h 23 7 5 18 m s Using equation v u at 23 7 5 18 a 6 5 as car accelerates from rest its initial velocity will become 0 i e u 0 by solving above equation we get a 1 m s 2 approx now using equation s ut 1 2 at 2 s 1 2at 2 as u 0 s 1 2 1 6 5 6 5 therefore s 21 125 m To catch the speeding car the distance travelled is the same by both cars For the speeding car d ut 30t m

3954 04 N newton s 2nd law F ma force mass acceleration v 2 u 2 2as where u is initial velocity v is final velocity a is acceleration s is displacement in this case distance is used the SI units for speed are m s to convert 75 km h to m s 75 km h 75 3600 km s 75 3600 km s 75 3 6 m s 75 3 6 125 6 75 km h 125 6 3000N newton s 2nd law resultant force mass acceleration this is also known as F ma where F is resultant force m is mass and a is acceleration here m 1000kg and a 3m s 2 F ma 1000kg 3 m s 2 3000N hence the force needed to accelerate the 1000kg car by 3 m s 2 is 3000N

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Mar 20 2016 Zero Explanation Acceleration is defined as the rate of change of velocity In the given problem the car travels in a straight line at a constant speed Acceleration a d v dt Clearly d v dt 0 Or there is zero acceleration of the car If we consider the retarding force created by friction or air resistance then 1 Answer The velocity of police car vp 80km h 80 103 3600 m s 200 9 m s The velocity of the speeder vs 100km h 100 103 3600 m s 250 9 m s 1 0 s after the speeder passes the police car the later starts accelerating 2m s2 Within this 1 0 s the speeder goes 250 9 200 9 m 50 9 m ahead of the police car

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100km h to m s - 3954 04 N newton s 2nd law F ma force mass acceleration v 2 u 2 2as where u is initial velocity v is final velocity a is acceleration s is displacement in this case distance is used the SI units for speed are m s to convert 75 km h to m s 75 km h 75 3600 km s 75 3600 km s 75 3 6 m s 75 3 6 125 6 75 km h 125 6