Train starting from rest attains a velocity of 70km/h in 10 minutes.Assuming that the acceleration is uniform, find the acceleration and the distance travelled by the train while it attained the velocity?
Answers
Answered by
2
u = 0
v = 70 km/h = 175/9 m/s
t = 10 min = 600 sec
v= u+at
⇒175/9 = 0 + 600a
⇒a = 0.032 m/s²
s = ut+(1/2) at²
= 0 + (1/2)×0.032×(600)²
= 5760 m
= 5.76 km
v = 70 km/h = 175/9 m/s
t = 10 min = 600 sec
v= u+at
⇒175/9 = 0 + 600a
⇒a = 0.032 m/s²
s = ut+(1/2) at²
= 0 + (1/2)×0.032×(600)²
= 5760 m
= 5.76 km
Answered by
1
1-To find acceleration
We have given that,
Initial velocity = 0
Final velocity= 70 km/h = 175/9 m/s
Time taken = 10 min = 600 sec
From first equation of motion
v= u+at
By implying values
⇒175/9 = 0 + 600a
⇒a = 0.032 m/s²
2-To find acceleration
We have given that,
Initial velocity = 0
Final velocity= 70 km/h = 175/9 m/s
Time taken = 10 min = 600 sec
From second equation of motion
s = ut+(1/2) at²
By implying values
= 0 + (1/2)×0.032×(600)²
= 5760 m
= 5.76 km
We have given that,
Initial velocity = 0
Final velocity= 70 km/h = 175/9 m/s
Time taken = 10 min = 600 sec
From first equation of motion
v= u+at
By implying values
⇒175/9 = 0 + 600a
⇒a = 0.032 m/s²
2-To find acceleration
We have given that,
Initial velocity = 0
Final velocity= 70 km/h = 175/9 m/s
Time taken = 10 min = 600 sec
From second equation of motion
s = ut+(1/2) at²
By implying values
= 0 + (1/2)×0.032×(600)²
= 5760 m
= 5.76 km
Similar questions