Any chord that goes through the center of the circle is a diameter.
You can draw an infinite number of diameters in any circle.
In one circle, all of the diameters have the same length.
A circle has infinitively many diameters....
an infinite number. The critical fact is that it must be a straight line passing through the centre of the circle.
Yes, providing it is the same circle.
As many as you like. Diagonals in a circle are referred to as diameters. A diameter is any straight line drawn from one edge of the circumferencem, through the centre and drawn to the opposite edge of the circumference. There are an infinite number of diameters to a circle. !!!!
locus * * * * * A more likely answer is "the centre of the circle".
A diameter is a cord in a circle containing the center of the circle. But some circles are sections of spheres. Not all diameters are diameters of spheres.
The part for two diameters typically refers to a geometric figure or shape that incorporates two distinct diameters, often seen in circles or cylindrical objects. In a circle, the diameter is the longest chord that passes through the center, and having two diameters can indicate various relationships, such as the ratio of the circle's dimensions or the area calculations. In engineering contexts, this concept can relate to parts that require specific tolerances based on different diameters for fits or assembly.
There are infinite diameters in a circle all of the same lengths.
A circle has infinitively many diameters....
There are infinite amount of diameters.
Draw two diameters of the circle and join the points where they meet the circumference.
pie r2
an infinite number. The critical fact is that it must be a straight line passing through the centre of the circle.
Yes
An infinite number are possible, all in the same circle. If someone draws two diameters, then no matter how close together they are, you can come along and draw another one in between them. So there's no limit to the number.
Yes, providing it is the same circle.
They will have the same circle centre but of different diameters