In the figure two blocks are executing simple harmonic motion of same frequency in such a way that when one is at position of maximum displacement then other is at mean position. Now what is the path of external end point of rod.
When a ball with mass is hung on a long spring, the length of the spring is increased by in steady state, as shown in the far left diagram. Now, suppose that we pull this ball further down and let it go. Then it will show simple harmonic oscillations. What will be the periods of these oscillations when we pull down the ball by cm and cm, respectively, as shown in the middle and right diagrams above?
Gravitational acceleration is .
What is the ratio of the period of a pendulum on Mars to the period of the same pendulum on Earth?
Details and assumptions
Gravity on Earth is
Gravity on Mars is
If the time period of simple harmonic motion of the rectangular block can be represented as
for coprime positive integers .
Find up to two decimal places.
Details and Assumptions
-Take the amplitude of oscillations to be very small.
A particle oscillating in simple harmonic motion has its motion timed at when it is at the mark. It travels between the and marks with a period of . Where is the position of the particle at time ?