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A base is a specific face of a prism or pyramid.
A prism has 2 identical bases that are parallel. A pyramid has 1 base.
A prism or pyramid is named for the shape of its base.
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A cone is a three-dimensional figure like a pyramid, but the 1 base is a circle.
From an earlier course.
A cross-section is the new face that is seen when a three-dimensional figure is sliced.
A rectangular pyramid is sliced parallel to the base. The cross-section is a smaller rectangle.
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A cylinder is a three-dimensional figure like a prism, but with 2 bases that are circles.
From an earlier course.
A dependent variable represents the output of a function.
For example, someone needs to buy 20 pieces of fruit and decides to buy apples and bananas. If they select the number of apples first, the equation
A function is a rule that has exactly 1 output for each possible input.
In the function
An independent variable represents the input of a function.
For example, suppose someone needs to buy 20 pieces of fruit and decides to buy some apples and bananas. If they select the number of apples first, the equation
A prism is a type of polyhedron with 2 bases that are identical and parallel. The bases are connected by parallelograms.
Here are some drawings of prisms.
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A pyramid is a type of polyhedron that has 1 base. All the other faces are triangles that meet at a single vertex.
Here are some drawings of pyramids.
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A radius is a line segment that goes from the center of a circle to any point on the circle. The length of this segment is also called the radius. Every radius of a circle is the same length.
For example,
A sphere is a three-dimensional figure where any cross-section is a circle.
From an earlier course.
The surface area of a polyhedron is the number of square units that covers all of its faces with no gaps or overlaps.
For example, the 6 faces of a cube each have an area of 9 cm2. So, the surface area of the cube is
Volume is the number of cubic units that fill a three-dimensional region with no gaps or overlaps.
This rectangular prism has 3 layers that are each 20 units3. So, the volume of the prism is 60 units3.
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From an earlier course.
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