Science Group
Question:
How long will the acceleration of 10 m/2 take place if the bus will run 25m/s and will change to 15 m/s?
Answers:
-
eNotes Editor
Posted by neela on Tuesday October 6, 2009 at 5:21 AMThe acceleration of 10 m/s^2 should act in opposing direction of the velocity of the bus in order that the velocity (speed) of 25m/s comes down to 15m/s.
We know that acceleration is the rate of change of velocity.
Therefore, acceleration =( Final velocity -initial velocity )/time
Therefore -10m/s^2 = [(15-25)m/s]/t
t= (15-25)/(-10 )secs
=10/10
=1 secs.
Therefore the acceleration of 10 m/s^2 should act for 1 seconds in a direction opposite to the velocity of the bus.
-
eNotes Editor
Posted by krishna-agrawala on Tuesday October 6, 2009 at 6:13 AMGiven acceleration a = -10 m/s^2, initial velocity u = 25 m/s, and
final velocity v = 15 m/s.
Please note that accelaration is taken as negative because te speed decreases.
Then time taken for change in velocity t = (v - u)/a
= (15 - 25)/(-10) = 1
Answer: The acceleration should take place for 1 s.
-
Posted by mamta88 on Thursday November 5, 2009 at 7:45 AM
initial velocity=u=25m/s;final velocity=v=15m/s
acceleration=a=10m/s^2
a=(v-u)/t
=>t=-a/(v-u)
=-10/(15-25)
= -10/-10
= 1 sec
Because the velocity is decreased,hence acceleration is negative.
-
Posted by mamta88 on Thursday November 5, 2009 at 7:47 AM
initial velocity=u=25m/s;final velocity=v=15m/s
acceleration=a=10m/s^2
a=(v-u)/t
=>t=-a/(v-u)
=-10/(15-25)
= -10/-10
= 1 sec
Because the velocity is decreased,hence acceleration is negative.
The first answer is incorrect as the final velocity is given as 15m/s instead of 10 m/s..
-
Posted by spralph on Tuesday November 10, 2009 at 4:07 AM
1.5 sec
-
eNotes Editor
Posted by gfoote3064 on Sunday November 22, 2009 at 6:22 PMThe velocity changes from 25 m/sec to 15 m/sec. This represents a change of 10 m/sec. An acceleration of 10m/sec/sec implies that there will be a change of 10 m/sec for every second the acceleration acts. So change in velocity = acceleration times time. So, in this case, t = 1.0 seconds.

