The velocity-time graph of a car moving along a straight road is shown in figure. The average velocity of the car in first 25 seconds is
Text Solution
Verified by Experts
(i) `(dy)/(dx)=2x^(2-1)-6(1)=2x-6` (ii) `(dy)/(dx)=5x^(5-1)+2e^(x)=5x^(4)+2e^(x)` (iii) `(dy)/(dx)=4(1/x)+(-sin x)=4/x-sin x`
Topper's Solved these Questions
BASIC MATHS
ALLEN |Exercise Exercise-02|53 Videos
BASIC MATHS
ALLEN |Exercise Exersice-03|7 Videos
AIIMS 2019
ALLEN |Exercise PHYSICS|39 Videos
CIRCULAR MOTION
ALLEN |Exercise EXERCISE (J-A)|6 Videos
Similar Questions
Explore conceptually related problems
The velocity-time graph of a car moving along a straight road is shown in figure. The average velocity of the car is first 25 seconds is
The velocity- time graph of the particle moving along a straight line is shown. The rate of acceleration and deceleration is constant and it is equal to 5 ms^(-2) . If the average velocity during the motion is 20 ms^(-1) , then the value of t is
The fig. shows the displacement time graph of a particle moving on a straight line path. What is the magnitude of average velocity of the particle over 10 seconds?
The acceleration time graph of a body moving in a straight is shown in figure. Assertion :- Velocity of the body is continously increasing over the time interval shown. Reason :- Acceleration is positive for all shown value of t .
Acceleration-velocity graph of a moving particle is shown in figure. The particle is
The velocity-time graph of a linear motion is shown in figure. The displacement & distance from the origin after 8 sec is :-
The variation of velocity of a particle moving along a straight line is illustrated in the following figure. The distance covered by the particle in 4 seconds is :
Velocity-time graph of a particle moving in a straight line is shown in figure. Plot the corresponding displacement-time graph of the particle if at time t=0, displacement s=0.
The acceleration-time graph of a particle moving along a straight line is as shown in. At what time the particle acquires its initial velocity? .
Acceleration versus velocity graph of a aprticle moving in a straight line starting form rest is as shon in figure. The corresponding velocity-time graph would be