[Solution Library] Let [ n ] be the set 1,2,3,..,n . Show that for any set X there is a bijective function X^[ n ]→ \underbraceX* X* ...* X_n times
Question: Let \(\left[ n \right]\) be the set \(\left\{ 1,2,3,..,n \right\}\). Show that for any set X there is a bijective function
\[{{X}^{\left[ n \right]}}\to \underbrace{X\times X\times ...\times X}_{\text{n times}}\]where \({{X}^{\left[ n \right]}}\) is the set of all functions from [n] to X.
Deliverable: Word Document 
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[Steps Shown] Consider the "functional rule" f(x,y)=xlog (xy).
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[Solution Library] Let f:A→ B be a function. Show that the corresponding
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[Solution] Find all real numbers k_1,k_2,k_3 so that the function
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Prime Decomposition - MathCracker.com