Showing posts with the label Engineering CurvesShow all
Engineering Curves
Construct an Archimedean Spiral of one convolution, given the maximum and minimum radii as 55 mm and 31 mm respectively. Draw tangent and normal to the curve at any point.
Archimedean Spiral In this post, we'll learn about how can we draw an Archimedean…
Engineering Curves
How to draw Tangent & Normal to an Epicycloid?
Tangent & Normal to An Epicycloid In this post, we'll learn about how can we d…
Engineering Curves
How to draw an Epicycloid?
Epicycloid In this post, we'll learn about how we can draw an epicycloid. For exam…
Engineering Curves
How to draw an involute of a regular pentagon?
Involute of a Pentagon In this post, we'll learn how can we draw an involute of a…
Engineering Curves
How to draw an Ellipse? (Arc of circle method)
Arc of Circle Method Arc of circle method is an easy method to draw an ellipse. In thi…
Engineering Curves
The major axis and minor axis of an ellipse are 100 mm & 60 mm respectively. Draw half of the ellipse by an arc of circle method & other half by the rectangle method.
Ellipse Question: The major axis and minor axis of an ellipse are 100 mm & 60 mm…
Engineering Curves
How to draw an ellipse? (Rectangle method)
Rectangle Method for Ellipse The rectangle method is a common method to draw an ellip…
Engineering Curves
Draw a curve whose vertex is 30 mm from its directrix and whose eccentricity is 5/3. Name the curve. Draw the normal and tangent to the curve at a point 25 mm from the directrix.
Hyperbola In this post, we'll learn about how can we draw a hyperbola. For exampl…
Engineering Curves
How to draw a hyperbola?
Construction Of Hyperbola In this post, we'll learn about how can we draw a hyper…
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