The graph between displacement and time for a particle moving with uniform acceleration is a/an
straight line with a positive slope
parabola
ellipse
straight line parallel to time axis
Get Answer
For a particle moving with uniform acceleration the displacement-time graph is a parabola.
In a car race on straight road, car takes a time less than car B at the finish and passes finishing point with a speed ' ' more than of car B. Both the cars start from rest and travel with constant acceleration and respectively. Then ' ' is equal to:
Let time taken by to reach finishing point is Time taken by to reach finishing point
Putting this value of in equation (i)
or,
Velocity time curve for a body projected vertically upwards is
hyperbola
straight line
Velocity time curve will be a straight line as shown:
A bus starts moving with acceleration . A cyclist 96 behind the bus starts simultaneously towards the bus at . After what time will he be able to overtake the bus?
At the highest point .
Stopping distance of a moving vehicle is directly proportional to
square of the initial velocity
square of the initial acceleration
the initial velocity
the initial acceleration
Let be the distance travelled by the vehicle before it stops.
Final velocity , initial velocity
Using equation of motion
Which of the following graphs gives the equation
None of these
Stopping distance,
If a train travelling at is to be brought to rest in a distance of , then its retardation should be
A body starts from rest and travels ' ' in second, then acceleration is
A bullet fired into a wooden block loses half of its velocity after penetrating . It comes to rest after penetrating a further distance of
For first part of penetration, by equation of motion
For latter part of penetration
(Using (i))
or
A body covers meters in and seconds respectively. The body starts
from rest and moves with uniform velocity
from rest and moves with uniform acceleration
with an initial velocity and moves with uniform acceleration
with an initial velocity and moves with uniform velocity
The distance covered in second is
where is initial velocity is acceleration
then
From eqs. (i) and (ii) we get
The body starts with initial velocity and moves with uniform acceleration
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