No.
North and South (Poles) :)
Both latitudes of 90 degrees mark the north and south poles.
Lines of longitude meet at the poles, both North and South. At the North Pole, all lines of longitude converge and meet at a single point. The same holds true for the South Pole, where lines of longitude also converge and meet at a single point.
You can find both poles at 90 degrees, N and S, respectively.
Both the Earth and a bar magnet have magnetic fields that extend outwards from their poles. They both have a north and south pole orientation, and like poles repel while opposite poles attract. Additionally, they both have the ability to interact with other magnetic materials in their vicinity.
Both poles are located at 90 degrees. The North Pole is located north of the Equator and the South Pole is located south of the Equator.
You can’t.
North and South (Poles) :)
they are both at the point of the earth
Both have North and South poles
No, breaking a magnet in two does not isolate the north and south poles. Each resulting piece would still have its own north and south poles. A magnet will always have both north and south poles regardless of its size or shape.
The geographical poles are the North and South Poles. The South Pole is at 90 degrees S latitude. The North Pole is at 90 degrees N latitude. All lines of longitude converge at both poles.
Both latitudes of 90 degrees mark the north and south poles.
Lines of longitude meet at the poles, both North and South. At the North Pole, all lines of longitude converge and meet at a single point. The same holds true for the South Pole, where lines of longitude also converge and meet at a single point.
It is not possible to create a magnet with two south poles or two north poles. Both the poles always exist along with each other. Force 2 magnets together end to end with the south poles together. You will get a north pole at each end and a big south pole in the middle. This arrangement is called a quadrupole.
You can find both poles at 90 degrees, N and S, respectively.
You can’t that’s impossible