Question

Two objects cannot be the same distance from a single point but be in different positions.

True Or False

Answer 1

True. If two objects are the same distance from a single point, they must occupy positions on the same circumference of a circle centered at that point. However, they can occupy different positions along that circumference. If we consider them occupying two distinct positions, they can still be the same distance from the reference point. Therefore, the statement is misleading in suggesting it’s impossible for two objects to be at different positions while being equidistant from a point; they can indeed be at different positions if they are located on a circle around that point.

So, to clarify: **False** if interpreted as saying they must be in the same position; **True** in the sense that they are not at the same position.