Sentences with PRISMATOID
Check out our example sentences below to help you understand the context.Sentences
1
"A prismatoid is a polyhedron with two parallel polygonal bases and a set of parallelograms connecting the corresponding sides of the bases."
2
"The volume of a prismatoid can be calculated by multiplying the area of the average base by the height."
3
"A prismatoid is a three-dimensional figure that resembles a prism in some way."
4
"The triangular prism and the trapezoidal prism are both examples of prismatoids."
5
"A prismatoid can have any number of lateral faces as long as its base polygons have the same number of sides."
6
"The net of a prismatoid can be obtained by flattening the three-dimensional figure."
7
"A prismatoid can be classified as a right prismatoid if its lateral faces are perpendicular to its base polygons."
8
"The term 'prismatoid' is derived from the Greek words 'prisma' meaning 'something sawed off' and 'eidos' meaning 'shape'."
9
"A dodecahedral prismatoid is a prismatoid with pentagonal bases."
10
"The surface area of a prismatoid can be calculated by adding the areas of its base polygons and its lateral faces."
11
"A prismatoid can be regular or irregular, depending on the regularity of its base polygons and lateral faces."
12
"A hexagonal prismatoid is a prismatoid with hexagonal bases."
13
"The cross section of a prismatoid parallel to its bases is a polygon."
14
"A prismatoid with triangular bases and parallelogram lateral faces is called a trirectangular prismatoid."
15
"For a prismatoid with an n-sided base, the sum of the interior angles of each lateral face is equal to 180 degrees times (n-2)."
16
"A prismatoid can have congruent bases, in which case it is called a regular prismatoid."
17
"A pentagonal prismatoid is a prismatoid with pentagonal bases."
18
"In crystallography, a prismatoid refers to a crystal form that has prism-like faces."
1
"A prismatoid is a polyhedron that has two parallel and congruent polygonal bases connected by line segments."
2
"The surface area of a prismatoid can be calculated by summing the areas of its bases and the lateral faces."
3
"The volume of a prismatoid can be found by multiplying the area of a base by the height and then dividing by 3."
4
"A triangular prism is a specific type of prismatoid with triangular bases."
5
"A hexagonal prism is an example of a prismatoid with hexagonal bases."
6
"Some prismatoids, like the rectangular prism, have all their lateral faces as rectangles."
7
"A circular prism is a special case of prismatoid where the bases are circles."
8
"A pentagonal prism is another common prismatoid with pentagonal bases."
9
"There are infinitely many possible prismatoids that can be formed."
