A circle will appear on an isometric drawing as an _________
By BYJU'S Exam Prep
Updated on: September 25th, 2023
- cycloid
- parabola
- ellipse
- circle
The isometric view of a circle is an ellipse. It can be derived by using four-centre method. In this method, a given circle is enclosed by a square. After that, a rhombus is drawn as an isometric view of the square. Then the farthest corners of the rhombus are joined.
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Answer: A circle will appear on an isometric drawing as an ellipse.
A closed curved shape that is flat is known as a circle. On the other hand, a special kind of circle whose major and minor axes are equal in length is called an ellipse. The key difference between circle and ellipse are given in the table below.
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Difference between Circle and Ellipse |
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Circle |
Ellipse |
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In a circle, all the points are equally far from the center. |
In an ellipse, all the points are at different distances from the center. |
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A line segment whose endpoints lie on the circle is called a chord. |
The midpoints of a set of parallel chords of an ellipse are collinear. |
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The length of one circuit along the circle is known as the circumference. |
The length of the semi-major axis and the eccentricity and is an integral part of an ellipse is known as the circumference. |
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Example – a circle is a wheel, a dinner plate, and a coin. |
Example – a glass of water, a hula hoop, and a simple dinner plate when tilted to view at an angle. |
Summary:
A circle will appear on an isometric drawing as an _________.
The isometric drawing of a circle is an ellipse. It is a curved line that forms a closed loop, where the sum of the distances from two points to every point on the line is constant.
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