Question 1
A part of a graph where every vertex can reach every other vertex
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Key Idea
If you count connected components, you learn how many separate "islands" the graph has, and a single added edge can merge two components into one.
Why is something true?
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A part of a graph where every vertex can reach every other vertex
If you count connected components, you learn how many separate "islands" the graph has, and a single added edge can merge two components into one.
What assigns a nonnegative size to each vector?
Different norms can measure the same vector space in very different ways, for example the norm sums coordinates while the norm gives the usual Euclidean length.
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A matrix organizes numbers so rows and columns can represent transformations or data.
This image question appears in the interactive quiz.
A cycle is a route that returns to where it began without loose ends.
What means an operation never leaves the set it is defined on?
Closure is what makes a subset like a world of its own under addition, but it fails under division since leaves the set.
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