Provided the car is traveling at a constant rate of speed, it would seem to take 40 seconds to reach the last pole (2 sec per pole).
However, this only applies if the car began traveling from some point at the same distance from the first pole. No starting point is given. Did the car start at pole one or did it start at a position before the first pole equal to the distance between the poles? If the car started at pole one, then it has only covered 11/19 of the distance from start to end, and will reach the 20th pole in 41.45 seconds.
You can, but the distances are not constant - they are zero at the poles and increase as you go towards the equator.
the minimium distance between the two meridians is at the poles because all the meridians comerge at the poles
It depends on one's latitude, I believe. Distance at the Poles, Zero, at the Equator about 700 miles.
Amio khujchi
No. All of the meridians merge in a single point at the poles.
It remains constant
It remains constant
It remains constant
You can, but the distances are not constant - they are zero at the poles and increase as you go towards the equator.
The force between like magnetic poles is determined by the strength of the magnetic poles and the distance between them. The force decreases as the distance between the poles increases.
The distance between two latitudes is relatively constant at 111 kilometers because the lines of latitude are parallel to each other and evenly spaced. Whereas, the distance between two longitudes varies because the lines of longitude converge at the poles, resulting in shorter distances towards the poles and longer distances towards the equator.
The distance between the North and South poles
the minimium distance between the two meridians is at the poles because all the meridians comerge at the poles
a) stays constant b) decreases sharply c) increase d) decreases slightly
The magnetic attraction between two unlike poles increases as the distance between them decreases. This relationship follows an inverse square law, meaning that the force of attraction becomes stronger as the distance is reduced. Conversely, increasing the distance between two unlike poles weakens the magnetic attraction between them.
The distance between the center of a magnet and one of its poles is half the distance between the two poles when the magnet is symmetrically oriented. So in this case, the distance from the center of the magnet to one of its poles would be half of 58.8 cm, which is 29.4 cm.
12m