Question

Higher-dimensional counting Use interdimensional analogy, amongst other things, to figure out ......

Higher-dimensional counting

Use interdimensional analogy, amongst other things, to figure out .... How many edges end in a vertex of an n-dimensional simplex? How many edges does an n-dimensional simplex have? How many edges end in a vertex of an n-dimensional cube? How many edges does an n-dimensional cube have?

(Hint: I already touched upon the last two questions in the lectures. If you get stuck simply watch the relevant parts of the recordings again.)

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d ou Tb tHouw nt veshend, in a vexte °f an n- dimeutionea eS As Simpler va Tetn hedsn -* ha u verhcs, t bks. Fcele edges an n dimeusional abe hare

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