NEET Exam > NEET Videos > Physics Class 11 > Oscillations in One Shot (NCERT)
Oscillations in One Shot (NCERT) Video Lecture | Physics Class 11 - NEET
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FAQs on Oscillations in One Shot (NCERT) Video Lecture - Physics Class 11 - NEET
| 1. What are oscillations in the context of one shot (NCERT)? |  |
Ans. Oscillations, in the context of one shot (NCERT), refer to the repetitive back and forth motion of an object or system about a fixed point or equilibrium position. It involves the periodic variation of a physical quantity, such as displacement, velocity, or acceleration.
| 2. How do oscillations occur in one shot (NCERT)? | |
Ans. Oscillations occur in one shot (NCERT) when there is a restoring force acting on the object or system. This restoring force brings the object or system back towards its equilibrium position whenever it is displaced from it. The interplay between the restoring force and the inertia of the object or system results in the oscillatory motion.
| 3. What are the applications of oscillations in one shot (NCERT)? | |
Ans. Oscillations in one shot (NCERT) have several applications in various fields. Some of the common applications include the study of pendulums and springs in physics, the analysis of vibrating systems in engineering, the functioning of musical instruments, and the understanding of biological rhythms in biology.
| 4. How can one calculate the frequency of oscillations in one shot (NCERT)? | |
Ans. The frequency of oscillations in one shot (NCERT) can be calculated using the formula f = 1/T, where f is the frequency and T is the time period of one complete oscillation. The time period can be measured by recording the time taken for a complete cycle of oscillation.
| 5. What factors affect the amplitude of oscillations in one shot (NCERT)? | |
Ans. The amplitude of oscillations in one shot (NCERT) can be affected by several factors. These include the initial displacement of the object or system from its equilibrium position, the magnitude of the restoring force, the damping present in the system, and any external forces acting on the object or system.
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Dec 22, 2024 Last updated |
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