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A complex combination of pure topologies is known as a topology?
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What axioms must be satisfied for a collection of subsets to be called a topology on a set?
There are three axioms that must be satisfied for a collection of subsets, t, of set B to be called a topology on B.1) Both B and the empty set, Ø, must be members of t.2) The intersection of any two members of t must also be a member of t.3) The union of any family of members of t must also be a member of t.If these axioms are met, the members of t are known as t-open or simply open, subsets of B.See related links.
Do you find the area of irregular shapes?
The best way would be to break the irregular shape down into several familiar shapes. If you can break down a complex figure into a rectangle and two triangles, for instance, you can use the known formulas for the area of those shapes to determine the total area when all added together.
Which congruence statement can be used to prove that the two triangles are congruent?
The answer depends on what is known about the two triangles.The answer depends on what is known about the two triangles.The answer depends on what is known about the two triangles.The answer depends on what is known about the two triangles.
How do the 2D shapes that make a rectangular prism help solve for the volume?
The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.
