What is the total distance traveled by an object moving with SHM in a time equal to its period if its amplitude is A?

The shortest distance travelled by a particle executing SHM form mean position in 2 seconds is equal to √32 times of its amplitude .

How do you calculate distance traveled in SHM?

Distance = Speed x Time. To calculate the distance travelled, you would need the speed of the object and how much time the object was travelling at that speed.

What is the total distance Travelled in one cycle by a simple harmonic oscillator of amplitude A?

If the displacement of a particle undergoing simple harmonic motion of amplitude A at a time is →x=Asinωtˆi then the total displacement of the particle over one period of the oscillation from time t=0 is (+Aˆi)+(−2Aˆi)+(+Aˆi)=0ˆi. The total distance travelled by the particle during that one period is A+2A+A=4A.

What is the distance traveled by an object over a period time?

The speed of an object is the distance the object travels in one unit of time. To calculate the speed of an object, divide the distance the object travels by the amount of time it takes to travel that distance.

What is the total distance Travelled by the object?

The distance travelled is the path taken by a body to get from an initial point to an end point in a given period of time, at a certain velocity. If the velocity is constant: Distance = time * velocity. d = v*t.

What is the total distance Travelled by a body?

Speed is defined as the total distance travelled by the body in the interval during which motion takes place.

What is the total distance Travelled by an object?

How do you calculate distance in oscillation?

Suppose that at a given instant of the oscillation, the particle is at P. The distance traveled by the particle from its mean position is called its displacement (​x​) i.e. OP = ​x​. The displacement is always measured from the mean position, whatever may be the starting point.

What is the total distance traveled by the mass after a time interval t?

What is the total distance traveled by the mass after a time interval T? In the time interval T (the period), the mass goes through one complete oscillation back to the starting point. The distance it covers is A + A + A + A (4A).

What is the total distance ΔX traveled by the particle?

The total distance δx traveled by the particle is 75 m.