KinematicsHard
Question
The figure shows the v - t graph of a particle moving in straight line Find the time particle returns to the starting point.

Options
A.30 sec
B.34.5 sec
C.36.2 sec
D.35.4 sec
Solution
For returning, the starting point
Area of (ᐃOAB) = Area of (ᐃBCD)
× 20 × 25 =
× t × 4t ⇒ t = 5
11.2
∴ Required time = 25 + 11.2 = 36.2
Area of (ᐃOAB) = Area of (ᐃBCD)
∴ Required time = 25 + 11.2 = 36.2
Create a free account to view solution
View Solution FreeMore Kinematics Questions
A particle is projected from P(2,0,0) m with a velocity 10m/s making an with the horizontal the plane of projectile moti...A particle at a height ′h′ from the ground is projected with an angle 30o from the horizontal, it strikes th...A particle moves a distance x in the time t according to equation x = (t + 5)-1 . The acceleration of particle is propor...A body is released from the top of the tower H metre high. It takes t second to reach the ground. Where is the body afte...A particle moving along a straight line with uniform acceleration has velocities 7m /s at A and 17 m/s at C. B is the mi...