Which of the following explains why all circles are similar? all circles are polygons, and therefore all circles have the same shape. all circles have the same shape but different radii. all circles have the same radii but different shapes. all circles have the same diameter, and therefore have the same shape.
Which Of The Following Explains Why All Circles Are Similar? All Circles Are Polygons, And Therefore All Circles Have The Same Shape. All Circles Have The Same Shape But Different Radii. All Circles Have The Same Radii But Different Shapes. All Circles Have The Same Diameter, And Therefore Have The Same Shape.
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Which Of The Following Explains Why All Circles Are Similar? All Circles Are Polygons, And Therefore All Circles Have The Same Shape. All Circles Have The Same Shape But Different Radii. All Circles Have The Same Radii But Different Shapes. All Circles Have The Same Diameter, And Therefore Have The Same Shape.. A circle, by definition, is the set of points equidistant. All circles are considered similar because they all have the same shape (a round shape) regardless of their size.
Not Regular Polygon Shapes from dzisekelepu5lessonmedia.z21.web.core.windows.net
For example, a circle with a radius of 2 cm is not the same size as a circle with a radius of 5 cm. This means that any circle can be transformed into any other. The answer, therefore, is d.
The Answer, Therefore, Is D.
They knew that if you created shapes with ruler and compass following a formula, then by scaling up. In our attempt to prove all circles are similar, a translation and a scale factor (from a dilation) will be found to map one circle onto another. For example, a circle with a radius of 2 cm is not the same size as a circle with a radius of 5 cm.
This Means That Any Circle Can Be Transformed Into Any Other.
All circles have the same shape but different radii. Which of the following explains why all circles are similar? A circle, by definition, is the set of points equidistant.
Two Circles That Have The Same Center But Different Radii Are Similar Because They Share The Same Shape But Differ In Size.
All circles are polygons, and therefore all circles have the same shape. All circles are considered similar because they all have the same shape (a round shape) regardless of their size. This is because every circle can.
According To The Properties Of Geometry, All Circles Are Similar Because They All Have The Same Shape But Can Differ In Size.