Let

\begin{aligned}C & = \{ \text { small, medium, large } \} \\D & = \{ \text { oblong square } \}\end{aligned}

Represent the elements of

C \times D

as cells in a spreadsheet.

A)

\left\{ \begin{array} { c c } \text { (small, oblong) } & \text { (small, square) } \\\text { (medium, oblong) } & \text { (medium, square) } \\\text { (large, oblong) } & \text { (large, square) }\end{array} \right\}

B)

\left\{ \begin{array} { c c } \text { (large, square) } & \text { (small, square) } \\\text { (medium, oblong) } & \text { (medium, square) } \\\text { (large, oblong) } & \text { (small, oblong) }\end{array} \right\}

C)

\left\{ \begin{array} { c c } \text { (small, oblong) } & \text { (small, square) } \\\text { (medium, oblong) } & \text { (medium, square) } \\\text { (large, square) } & \text { (large, oblong) }\end{array} \right\}

D)

\left\{ \begin{array} { c c } \text { (small, square) } & \text { (small, oblong) } \\\text { (medium, oblong) } & \text { (medium, square) } \\\text { (large, oblong) } & \text { (large, square) }\end{array} \right\}

E)

\left\{ \begin{array} { c c } \text { (small, oblong) } & \text { (small, square) } \\\text { (medium, square) } & \text { (medium, oblong) } \\\text { (large, oblong) } & \text { (large, square) }\end{array} \right\}

Find How Many Outcomes Are Possible for the Decision Algorithms

Short Answer