Examples of 'solid of revolution' in a sentence
Meaning of "solid of revolution"
solid of revolution: this term in mathematics refers to a three-dimensional shape created by rotating a two-dimensional shape around an axis, typically studied in calculus and geometry
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- A solid produced by taking a particular two-dimensional curve and rotating it through 360° about an axis. The curve will sweep out a surface, and the region inside the surface defines a solid.
How to use "solid of revolution" in a sentence
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solid of revolution
The volume of the resulting solid of revolution is.
The body is a solid of revolution formed about a roller axis.
Find the surface area of a solid of revolution.
Solid of revolution.
Finding volume of a solid of revolution using a washer method.
The fixed line is called the axis of the solid of revolution.
The convex solid of revolution.
The next example uses the slicing method to calculate the volume of a solid of revolution.
Sketch the solid of revolution.
A representative disk is a three-dimensional volume element of a solid of revolution.
Find the volume of the solid of revolution generated by revolving.
More precisely, we may assume that it takes a form of a solid of revolution.
Volume of solid of revolution.
Optionally the first tubular body can be, as in the specific case, a solid of revolution.
A cylinder is a solid of revolution generated by a rectangle that rotates around one of its sides.
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To illustrate how the volume of a solid of revolution is found.
Preview solid of revolution show colors, no mesh hide invisible parts.
Find the surface area of each solid of revolution.
Find the volume of a solid of revolution with a cavity using the washer method.
Advantageously it can have a 3D solid of revolution form.
Write S for the solid of revolution of the graph y f ( x ) about the x-axis.
The front stopping part 8 of the internal element 5 is preferably a substantially-conical solid of revolution.
The mouthpiece is a solid of revolution.
On rolling of a heavy solid of revolution on a motionless horizontal plane //.
In particular it can have the form of a bar, a star, or of a 3D solid of revolution.
We compute the volume of the solid of revolution using the disk method,.
The annular wall 36 has a surface of revolution with a solid of revolution 57.
Preferably the centre has a 3D solid of revolution form, advantageously a ball form.
Fig . 9 is a cross-sectional view of a second solid of revolution.
In this manner, the second solid of revolution 24 also functions as the cam plate.
Fig . 8 is a cross-sectional view of a first solid of revolution.
The tyre 10 is substantially a solid of revolution about an axis.
Thus, we can conclude that, the volume V of the solid of revolution is given by.
Related Term, solid of revolution.
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Now there will be a solid bond between us
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