A bus is moving with speed of 54 km per hour on applying brake it stop in 8 seconds calculate acceleration and distance travel before stopping
Answers
Answered by
6
I would do it this way:
We know out initial velocity (u) to be 54km/hr
(54 ×5/18)
Thus u= 15 m/s.
Time taken to stop = 8 seconds.
Thus t = 8s.
The bus stops completely. Thus final velocity,(v) = 0 m/s.
Now, we can use the equation:
v=u+at
Now v = 0 , u = 15 and t= 8.
=>0=15+8a.
Rearranging,
=>a=−15/8.
Thus acceleration comes to −1.875m/s2.
Now we know acceleration, time and initial velocity. Thus distance can be calculated as:
s=ut+(at2)/2.
=>s=15×8+(−1.875×64)/2.
Solving this, we get the distance to be 60m.
please mark it as a BRANLIEST ANSWER friend...
We know out initial velocity (u) to be 54km/hr
(54 ×5/18)
Thus u= 15 m/s.
Time taken to stop = 8 seconds.
Thus t = 8s.
The bus stops completely. Thus final velocity,(v) = 0 m/s.
Now, we can use the equation:
v=u+at
Now v = 0 , u = 15 and t= 8.
=>0=15+8a.
Rearranging,
=>a=−15/8.
Thus acceleration comes to −1.875m/s2.
Now we know acceleration, time and initial velocity. Thus distance can be calculated as:
s=ut+(at2)/2.
=>s=15×8+(−1.875×64)/2.
Solving this, we get the distance to be 60m.
please mark it as a BRANLIEST ANSWER friend...
Similar questions