The Mobius function takes this value for square-free inputs with an even number of prime factors. An n-simplex has n plus this number of vertices, and a tree on n vertices has an edge count of n minus this number. Benford's Law states that this number is most likely to be the first digit of a given integer. This number is the leading coefficient of all (*) monic polynomials and the degree of all non-horizontal linear functions. Dividing this number by x gives the recipro
The Mobius function takes this value for square-free inputs with an even number of prime factors. An n-simplex has n plus this number of vertices, and a tree on n vertices has an edge count of n minus this number. Benford's Law states that this number is most likely to be the first digit of a given integer. This number is the leading coefficient of all (*) monic polynomials and the degree of all non-horizontal linear functions. Dividing this number by x gives the reciprocal of x. This number represents the probability of an event that will always occur, and this number is the zeroth power of every positive integer. For ten points, give this largest number equal to its own square, the smallest positive integer.
The Mobius function takes this value for square-free inputs with an even number of prime factors.
{one}