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I need help with a problem. Calculate the number of possibilities described in the following scenario: A two-player Football game requires that one player select an offensive play and the other chooses a defensive play. The Offensive player first chooses from 29 different plays. (There are 15 Run plays, 12 Pass plays, and 2 Kick Plays.) The Defensive Player then chooses one of 18 different plays: (There are 10 cover plays and 8 Blitz plays.) What is the total number of match ups of Offensive and Defensive plays?
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Is it not that \(\left(\begin{matrix}29\\1\end{matrix}\right)*\left(\begin{matrix}18\\1\end{matrix}\right)\)
I think so, thank you for your help.
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