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1.
By using the first equation of motion:
V =u +at
Here initial velocity is zero "0"
Put the values.
V = 0 + gt (since g = 9.8 m/s2)
V = gt = 9.8 x 2.6
= 25.48 m/s
Now find the distance by using the 2nd equation of motion.
S = ut+(1/2)at2 (Since u = o)
S = (1/2)gt2
S= (1/2) x 9.8 x (2.6)2
S= 9.8 x 6.76 /2
S = 66.248 / 2
S= 33. 124 m
2.
Here, initial velocity is u=18.5m/s and final velocity is v=46.1m/s
Time taken t=2.47s
If a be the acceleration of the car.
Using v=u+at,
46.1=18.5+a(2.47)
⟹ a=11.17m/s
2
If d be the distance traveled by car.
Using formula v
2
−u
2
=2ad,
(46.1)
2
−(18.5)
2
=2(11.17)d
⟹ d=79.8m
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