The locus of a point P about another fixed point O such that its distance from O is constant is
___________.
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Answer:
The locus of a point P about another fixed point O such that its distance from O is constant is An ellipse.
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Answer: The locus of a point P about another fixed point O such that its distance from O is constant is a circle.
A step-by-step explanation of how to determine the locus of a point P about another fixed point O such that its distance from O is constant:
Understand that the locus is the set of all points that meet a specific condition.
In this case, the condition is that the distance of point P from point O is constant.
This means that all points on the locus must have the same distance from point O.
A circle is a shape that meets this condition, as all points on a circle are equidistant from its center point.
Therefore, the locus of a point P about another fixed point O such that its distance from O is constant is a circle.
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