Home
Class 7
PHYSICS
A car starts from and attains a velocity...

A car starts from and attains a velocity of 54 km ` h^(-1)` if the acceleration of the car is from rest and attains a velcoity of 54 km `h^(-1)` . If the acceleration of the car is ` 3 m s^(-2)`, write the following steps in sequential order to find the time taken to accelerate the car.
(A) Write the relation between u,v,a and t, where t is the time taken to accelerae the car.
(B) Note the final velocity (v) and convert it into SI unit.
(D) substitute the given values and obtain the vlaue of t using ` t= (v-u)/a`

A

ADBC

B

ABCD

C

CADB

D

CBAD

Text Solution

Verified by Experts

The correct Answer is:
D

( C) Note the initial velocity of the car as u = 0 and note down its acceleration.
(B) Note the final velocity (v) and convert it into SI unit.
(A) Write the relation between u, v, a and t, where t is the time taken to accelerate the car.
(D) Substitute the given values and obtain the value of t, using t = `(v-u)/a`.
Promotional Banner

Topper's Solved these Questions

  • KINEMATICS

    PEARSON IIT JEE FOUNDATION|Exercise ASSESSMENT TEST (TEST 1 (SELECT THE CORRECT ALTERNATIVE)|14 Videos
  • HEAT

    PEARSON IIT JEE FOUNDATION|Exercise Test 2|14 Videos
  • LIGHT

    PEARSON IIT JEE FOUNDATION|Exercise ASSESSMENT TEST (TEST 2 (SELECT THE CORRECT ALTERNATIVE))|15 Videos

Similar Questions

Explore conceptually related problems

A car starts from rest, attain a velocity of 36 km h^(-1) with an acceleration of 0.2 m s^(-2) , travels 9 km with this uniform velocity and then comes to halt with a uniform deaceleration of 0.1 m s^(-2) . The total time of travel of the car is

A car accelerates uniformly from 18 kmh^(- 1) to 72 (kmh^- 1) in 5 s. The acceleration of the car is:

Starting from a stationary position, Sunil moves his car to attain a velocity of 20ms^(-1) in 10s. Find the acceleration of the car.

The driver of a car moving with a a velocity of 54 km h^(-1) applies to decrease its velocity to 3.6 km h^(-1) . If the retradation produced by the breaks is 2.0 m s^(-1) , arrange the following steps in sequential order to calcualte the distan travelled by the car. (a) Write down the required equation of motion as v^(2)u^(2)=2as where v,u,a and s are fianl velocity, initial velocity, retradtaion and desplaement, (b) Write the down the given data and convert all the values into the same system of unit (c) Get the value of 's' as (v^(2)-u^(2))/(-2a) (d) Substitute the given values in the above equations