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a straight line and a circle

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The only geometric objects which can be defined using the locus of points idea is a straight line circle and angle bisector?

False, other geometric objects exist which can be defined as a parrticular locus of points, such as the parabola and the hyperbola.


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How do you construct a parabola in AutoCad?

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Why a person building furniture is called a carpainter?

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The only geometric objects that can be defined using the locus points idea are straight lines circles and angle bisectors.?

The statement is not accurate; while straight lines, circles, and angle bisectors are indeed defined by loci of points, many other geometric objects can also be described this way. For instance, ellipses and parabolas are defined by specific loci of points relative to focal points. Additionally, more complex shapes, such as polygons and curves, can also be defined using the concept of loci, depending on the conditions set for the points. Thus, the locus points idea applies to a broader range of geometric objects than just the ones mentioned.