New Car Lift
A car (mass of 920 kg) is sitting on a car lift in a shop (neglect
the mass of the lift itself). While the car is being lifted up, it
is slowing down at a rate of 1 m/s2.
What is the magnitude of the lifting force? (use g = 10
m/s2)
8280. N
-1.012E+04 N
-8280. N
9200. N
Tries 0/1 |
If the car's initial velocity is 0.3 m/s, what is its final
velocity after 3.5 seconds?
m/s
A: -2.05 | B: -2.56 | C: -3.20 | D: -4.00 | E: -5.00 |
Tries 0/1 |
What is the car's displacement after this 3.5 seconds?
m
A: -3.50 | B: -5.08 | C: -7.36 | D: -10.7 | E: -15.5 |
1 Given mass =920kg and net acceleration = -1m/s2
Here gravity is acting downwards , so Net acceleration = acceleration given - g
-1 = a - 10
a =10 - 1 = 9m/s2
Force given = mass * a
= 920 *9 = 8280 N
ANSWER: Option A
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2 Given u = 0.3m/s and t =3.5 s and a =-1m/s2
use v = u +at
= 0.3 -1 *3.5
v = -3.2m/s
ANSWER : Option C
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(3) From Q(2) we got after 3.5s final velocity = -3.2m/s ,
we know u = 0.3m/s and a =-1m/s2
use formula v2-u2 = 2as
3.22 -0.32 = -2 *1*s
s =-10.15/2
s = -5.08 m
ANSWER : Option B
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