An aeroplane on a runway starts from rest and picks up a velocity of 180km/h and takes off . In doing so it covers a runway of 1.5km calculate
(a) the uniform acceleration acting on the aeroplane and
(b) the time in which it takes off
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Answers
Answered by
21
First, we will convert all units to a simpler form
(180*1000)m/(1*60*60)sec = 50 m/s
1.5 km = 1500 m
D = 1500 m
v(Final velocity) = 50 m/s
u(Initial Velocity) = 0 (Given)
[B]
Velocity(V) = Distance Covered(D) / Time taken(T)
So , T = D/V
T = 1500/50 = 30 seconds
[A]
Acceleration = (v-u)/t
= (50-0)/30
= 5/3 m/s^2
(180*1000)m/(1*60*60)sec = 50 m/s
1.5 km = 1500 m
D = 1500 m
v(Final velocity) = 50 m/s
u(Initial Velocity) = 0 (Given)
[B]
Velocity(V) = Distance Covered(D) / Time taken(T)
So , T = D/V
T = 1500/50 = 30 seconds
[A]
Acceleration = (v-u)/t
= (50-0)/30
= 5/3 m/s^2
Tanishq1211:
wrong answer
Answered by
2
Answer:
25m/s^2
Explanation:
1800×5/18 = 500m/s
v^2= u^2 +2as
(500)^2= 0 + 2×a×5000
a= 25m/s^2
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