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What is the frame of reference for a plane moving at 500kmh?
The frame of reference for a plane moving at 500 km/h is typically Earth's surface. This is because the speed of the plane is measured relative to the ground, which is considered at rest in this context.
What is the frame of reference for a plane moving 500km?
The frame of reference for a plane moving 500 km could be the Earth's surface, the atmosphere, or the plane itself, depending on the context of the question. In most cases, the Earth's surface is used as the frame of reference for calculating distances and speeds of moving objects like planes.
What is the frame of reference for a plane moving at 500 km h?
The frame of reference for a plane moving at 500 km/h could be relative to the ground or the air. The ground frame of reference would consider the plane's speed relative to the Earth's surface. The air frame of reference would consider the plane's speed relative to the surrounding air.
What is the frame reference for a plane moving at 500 kmh?
The frame of reference for a plane moving at 500 km/h can be considered as the inside of the plane itself. This means that the speed and movement of objects inside the plane are relative to the plane's motion, while the ground outside may appear to be moving rapidly in the opposite direction.
Is an xy axis a frame of reference?
Yes, an xy axis is a frame of reference commonly used in mathematics and physics to locate points and describe motion or position of objects in a two-dimensional plane. The axes provide a standardized way of defining directions and measuring distances.
What is the frame of reference for a plane moving at 500kmh?
The frame of reference for a plane moving at 500 km/h is typically Earth's surface. This is because the speed of the plane is measured relative to the ground, which is considered at rest in this context.
What is the frame of reference for a plane moving 500km?
The frame of reference for a plane moving 500 km could be the Earth's surface, the atmosphere, or the plane itself, depending on the context of the question. In most cases, the Earth's surface is used as the frame of reference for calculating distances and speeds of moving objects like planes.
What is the frame of reference for a plane moving at 500 km h?
The frame of reference for a plane moving at 500 km/h could be relative to the ground or the air. The ground frame of reference would consider the plane's speed relative to the Earth's surface. The air frame of reference would consider the plane's speed relative to the surrounding air.
What is the frame of reference for a plane moving at 500 kilometers per hour?
the clouds
What is the frame reference for a plane moving at 500 kmh?
The frame of reference for a plane moving at 500 km/h can be considered as the inside of the plane itself. This means that the speed and movement of objects inside the plane are relative to the plane's motion, while the ground outside may appear to be moving rapidly in the opposite direction.
If you run on a plane are you moving faster than the plane?
If the frame of reference is the ground, and if you are running forward, you are indeed moving faster than the plane. If you are running toward the rear of the plane, you are moving slower than the plane.
Is a bee flying in a moving vehicle flying at the same velocity as that of the vehicle?
it will have the same ground speed (or very similar), but its indicated air speed, (speed in relation to air molecules around it) will be slower. Unless it is a very fast bee flying in circles within the car... The key to the answer is the frame of reference. To the pilot, his stationary frame of reference is the surface of the earth. Relative to that frame, he is moving at a high speed. The frame of reference for the bee or an observer of the bee in the plane is the interior of the plane. So choose your frame of reference before you think through the problem. The pilot is actually on a planet moving through in orbit around the sun at about 19 miles per second, but because he cannot perceive that motion, it is ignored and he tries to get the best groundspeed (across the surface of the earth) given the prevailing winds at various altitudes (his frame of reference....the surface of the earth). == ==
Is air travel energy requirements the same whether or not the plane is flying with or against the rotation of the earth?
That should be the same; what matters to the plane is the velocity in relation to the air, not in relation to some frame of reference outside the Earth.That should be the same; what matters to the plane is the velocity in relation to the air, not in relation to some frame of reference outside the Earth.That should be the same; what matters to the plane is the velocity in relation to the air, not in relation to some frame of reference outside the Earth.That should be the same; what matters to the plane is the velocity in relation to the air, not in relation to some frame of reference outside the Earth.
A Plane flying past a non-moving observer has kinetic energy in the reference frame of this observer the same plane has how much kinetic energy in the reference frame which moves with the plane?
Zero. I am currently sitting in my chair in my room. If the plane is my chair and my room is the reference plane as long as I don't move my chair around the room it has no kinetic energy. Now if I expand my reference plane to an observer on the sun (I know) they are going to see me and my chair hauling butt at about 30km/s around the solar system along with my room my house and the rest of the planet this velocity and my mass mean there is kinetic energy. Ek=.5mv^2
Difference between inclined plane and wedge?
From one viewpoint just a matter of frame of reference...
Does the inside of a plane have Kinetic Energy?
Each mass object in there has.That's why it's harder to take off when the plane is full ... the engines have to pump all that kinetic energyinto every suitcase and body inside.
Is an xy axis a frame of reference?
Yes, an xy axis is a frame of reference commonly used in mathematics and physics to locate points and describe motion or position of objects in a two-dimensional plane. The axes provide a standardized way of defining directions and measuring distances.
