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Answer to Question #4612 in Mechanics | Relativity for Ahmed

Question #4612
A car starts motion from rest at uniform acceleration of 2m/sec 2
for 3 seconds ,and then it maintains a constant speed for 2 seconds.Then the breaks are used to decelerate the car uniformly to rest during a time of 3 seconds.

Draw the graph representing the journey of the car then calculate

1)the maximum speed in km/sec
2)the total displacement covered
Expert's answer
A car starts motion from rest at uniform acceleration of 2m/sec^2 for 3 seconds, and then it maintains a constant speed for 2 seconds. Then the breaks are used to decelerate the car uniformly to rest during a time of 3 seconds. Draw the graph representing the journey of the car then calculate

1) the maximum speed in km/sec

Let's mark acceleration by a=2m/sec^2, period of time during acceleration by t1=3s, period of time during the constant movement by t2 = 2s and period of time during the deceleration by t3 = 3s.
The maximum speed of a car is reached after the acceleration, so,
V = a*t1 = 2*3 = 6 m/s.

2) the total displacement covered:

Displacement covered during first 3 seconds:
D1 = (a1*t^2)/2 = (2*3^2)/2 = 9 m.
Displacement covered during next 2 seconds:
D2 = V*t2 = 6*2 = 12 m.
Displacement covered during last 3 seconds:
D3 = (V*t3)/2 = 6*3/2 = 9 m.
So, the total displacement is
D = D1 + D2 + D3 = 9+12+9 = 40m.

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Comments

Assignment Expert
18.10.11, 16:50

We are pleased to help you

Ahmed
16.10.11, 03:36

Thank Really Very much for your kindly answer

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