Question
Medium
Solving time: 3 mins
Mark the wrong statement
Text solutionVerified
For SHM, the force of the particle is given by,
We also have,
From this, we can say
or, , which is a constant.
Now, time period is given by, which will also be a constant. Hence, option A is right.
All motion which have same period may not be SHM. A good example is that of when a particle is moving in a circle. This case has same time period but is not an example of SHM. Hence, the wrong answer is B.
The total energy of SHM is given by, . So, we can see that the total energy is directly proportional to the square of amplitude. Hence, option c is also correct.
The phase constant is given by where is the phase constant. Clearly we can see that the phase constant depends directly upon the initial condition of the particle. Hence, option D is also correct.
We also have,
From this, we can say
or, , which is a constant.
Now, time period is given by, which will also be a constant. Hence, option A is right.
All motion which have same period may not be SHM. A good example is that of when a particle is moving in a circle. This case has same time period but is not an example of SHM. Hence, the wrong answer is B.
The total energy of SHM is given by, . So, we can see that the total energy is directly proportional to the square of amplitude. Hence, option c is also correct.
The phase constant is given by where is the phase constant. Clearly we can see that the phase constant depends directly upon the initial condition of the particle. Hence, option D is also correct.
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Question Text | Mark the wrong statement |
Topic | Oscillations |
Subject | Physics |
Class | Class 11 |
Answer Type | Text solution:1 |
Upvotes | 122 |