Both where at Geostationary points. If one stayed up, so would the other one.Pretty sure it was
Tower A: It fell right onto the north pole
Tower B: It stayed at the point of release, acting as a geostationary satellite would.
Explain a bit on why Tower A is not geostationary... should be 4. Too bad I'll be lucky to get one :O
Yeah, that's pretty much what I had, since it would be released at the same velocity of a geostationary satellite.Pretty sure it was
Tower A: It fell right onto the north pole
Tower B: It stayed at the point of release, acting as a geostationary satellite would.
Explain a bit on why Tower A is not geostationary... should be 4. Too bad I'll be lucky to get one :O
The mass on the tower on the equator would have a higher velocity than earth's rotation, allowing it to stay up and orbit. The mass on the tower of the north pole has no velocity relative to earth thoughBoth where at Geostationary points. If one stayed up, so would the other one.
It's exactly why all geostationary satellites must be above the equator... At the north pole there's nothing keeping them up there.The mass on the tower on the equator would have a higher velocity than earth's rotation, allowing it to stay up and orbit. The mass on the tower of the north pole has no velocity relative to earth though
The earth spins at a (fairly) constant rate, the further away an attached object is from earth, the faster it moves. Therefore, it has a velocity relative to earth, allowing it to enter orbit through centripetal force.but if you drop it straight down shouldn't it just fall straight down? I don't understand how it could stay in orbit. He's not projecting it horizontally.
For tower B, it is undergoing orbital velocity due to the spin of earth on its axisbut if you drop it straight down shouldn't it just fall straight down? I don't understand how it could stay in orbit. He's not projecting it horizontally.
The rotational velocity keeps it in a orbit lower than Geostationary - at least thats what I said for tower B.but if you drop it straight down shouldn't it just fall straight down? I don't understand how it could stay in orbit. He's not projecting it horizontally.
This, indeed!I talked about both the change in the Earths gravitational at different places, but the question also specifically said at identical heights (geostationary), so I said consistent acceleration saying that they'll both fall at the same rate of 9.8ms-2 and would reach the earth at the same time.
Well the tower was that high because the question said that the towers were as high as a geostationary orbit. The mass at the pole has no velocity and so falls down to earth. The mass at the equator has a 24 hour period because of earths rotation speed and so had the velocity required for a geostationary orbit.Unless the tower was like 35800km high, the object would fall down, except a bit to the left of the tower due to the rotation of the earth. It does NOT keep it geostationary.
the question said "at the height of a geostationary sattelite"... isn't that 35800km?Unless the tower was like 35800km high, the object would fall down, except a bit to the left of the tower due to the rotation of the earth. It does NOT keep it geostationary.
lol shitWell the tower was that high because the question said that the towers were as high as a geostationary orbit. The mass at the pole has no velocity and so falls down to earth. The mass at the equator has a 24 hour period because of earths rotation speed and so had the velocity required for a geostationary orbit.