Linear Algebra Fix an integer r > 1. Let G be the set of all r x r matrices whose entries are only zero and one. Show that the average determinant of

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Linear Algebra
Fix an integer r > 1. Let G be the set of all r x r matrices whose entries are only zero and one.
Show that the average determinant of a matrix in G is zero.
Show in detail and clarity.

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Linear Algebra Fix an integer r > 1. Let G be the set of all r x r matrices whose entries are only zero and one. Show that the average determinant of
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