A Jet aeroplane travelling at a speed of 500 km per hour ejects it's s...
Its so simple vishal... see we want to find out the velocity on ground right...so it note as (Vg).. and the given values are; velocity of jet plane (Vj)= +500 and eject velocity of Plane (Vej)= -1500 formula is Vg=Vej+Vj that's it..substitute the values; Vg= -1500+500==> -1000 km/hr...!!😊👍👍
A Jet aeroplane travelling at a speed of 500 km per hour ejects it's s...
Speed of Jet Plane:
The speed of the jet plane is given as 500 km per hour.
Speed of Ejected Smoke:
The speed of the ejected smoke is given as 1500 km per hour relative to the jet plane.
Speed of Smoke with Respect to Ground Observer:
To find the speed of the smoke with respect to an observer on the ground, we need to consider the concept of relative velocity.
When two objects are moving in the same direction, the relative velocity is the difference between their individual velocities. In this case, the smoke is moving in the same direction as the jet plane.
Relative Velocity:
The relative velocity of the smoke with respect to the ground observer can be calculated by subtracting the velocity of the jet plane from the velocity of the smoke.
Relative Velocity = Velocity of Smoke - Velocity of Jet Plane
In this case, the velocity of the smoke is given as 1500 km per hour, and the velocity of the jet plane is given as 500 km per hour. Therefore,
Relative Velocity = 1500 km/h - 500 km/h = 1000 km/h
Hence, the speed of the smoke with respect to the observer on the ground is 1000 km per hour.
Explanation:
When the jet plane is moving at a speed of 500 km per hour, it ejects smoke at a speed of 1500 km per hour relative to the plane. Since the smoke is moving in the same direction as the jet plane, we subtract the velocity of the jet plane from the velocity of the smoke to find the relative velocity with respect to the ground observer. The relative velocity is the difference between the individual velocities, which gives us a speed of 1000 km per hour. Therefore, the smoke appears to be moving at a speed of 1000 km per hour to an observer on the ground.