Physics
Grade-9
Easy
Question
Human heart breathing is an example of:
- Uniform motion
- Circular motion
- Periodic motion
- Non-uniform motion
Hint:
periodic motion, in physics, motion repeated in equal intervals of time.
The correct answer is: Periodic motion
periodic motion, in physics, motion repeated in equal intervals of time. Periodic motion is performed, for example, by a rocking chair, a bouncing ball, a vibrating tuning fork, a swing in motion, the Earth in its orbit around the Sun, and a water wave.
Hence, The heartbeat of a normal person is an example of periodic motion.
Related Questions to study
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How can you describe a periodic motion?
How can you describe a periodic motion?
PhysicsGrade-9
Physics
The human heartbeat is an example of which type of motion?
The human heartbeat is an example of which type of motion?
PhysicsGrade-9
Physics
Which type of motion is represented by the plastic ruler shown below?
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)
Which type of motion is represented by the plastic ruler shown below?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Read the following statements and choose the correct option:
Assertion: All oscillatory motions are necessarily periodic motions, but all periodic motions are not oscillatory.
Reason: Simple pendulum is an example of oscillatory motion.
Read the following statements and choose the correct option:
Assertion: All oscillatory motions are necessarily periodic motions, but all periodic motions are not oscillatory.
Reason: Simple pendulum is an example of oscillatory motion.
PhysicsGrade-9
Physics
Select the one that is an example of periodic motion:
Select the one that is an example of periodic motion:
PhysicsGrade-9
Physics
Which of the following is incorrectly matched?
Which of the following is incorrectly matched?
PhysicsGrade-9
Physics
The period of a periodic motion is the ________ interval of time after which the motion is __________.
The period of a periodic motion is the ________ interval of time after which the motion is __________.
PhysicsGrade-9
Physics
Human lungs expand and contract during breathing. The movement of the lungs during breathing is an example of:
Human lungs expand and contract during breathing. The movement of the lungs during breathing is an example of:
PhysicsGrade-9
Physics
Which letter among the following represents the mean position of the pendulum?
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)
Which letter among the following represents the mean position of the pendulum?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
When ____A_____ of a ____B_____ starting from its mean position O, moves from one extreme (maximum or minimum) to another (minimum or maximum) and back, it is called a/an _____C______. What are A, B and C respectively?
When ____A_____ of a ____B_____ starting from its mean position O, moves from one extreme (maximum or minimum) to another (minimum or maximum) and back, it is called a/an _____C______. What are A, B and C respectively?
PhysicsGrade-9
Physics
The motion that repeats itself at regular intervals of time is:
The motion that repeats itself at regular intervals of time is:
PhysicsGrade-9
Physics
Motion in a straight line is called:
Motion in a straight line is called:
PhysicsGrade-9
Physics
Which of the following is not a correct example of periodic motion?
Which of the following is not a correct example of periodic motion?
PhysicsGrade-9
Physics
Which one of the following types of motion is possessed by the needle of a sewing machine?
Which one of the following types of motion is possessed by the needle of a sewing machine?
PhysicsGrade-9
Physics
Rotational motion is not possessed by which one of the following examples?
Rotational motion is not possessed by which one of the following examples?
PhysicsGrade-9