an infield fly.

$\backslash$table$[[$Task #$,$Points,Task Description$],[1,9,\backslash$table$[[$Use the AND function with appropriate arguments in cell H$11$ to determine if there is a force out at third base. There is a force out at third base if$],["$Runner on $1$st$"$ and "Runner on $2$nd$"$ are both "Yes".$]]],[2,1,$Copy your function in cell H$11$ and paste it down to complete the "Force @ Third" column of the table.$],[3,7,\backslash$table$[[$Use the OR function with appropriate arguments in cell I$11$ to determine if there is a "Fly Ball". There is a "Fly Ball" if a Catchable Fly Ball $[$is$]$ Hit to the$],["$Infield$"($cell E$11$ is "Yes"$)$ or "Shallow Outfield" $($cell F$11$ is "Yes"$).]]],[4,1,$Copy your function in cell I$11$ and paste it down to complete the "Fly Ball" column of the table.$],[5,7,$Use the NOT function in cell J$11$ to determine if there are "Not $2$ Outs". Use the "Outs" column in your determination.$],[6,1,$Copy your function in cell $J11$ and paste it down to complete the "Not $2$ Outs" column of the table.$],[7,3,\backslash$table$[[$Use the AND function in cell K$11$ to determine if all of the conditions are met for an infield fly to be declared. These conditions are: there must be a force$],[$out at third $($H$11=$ TRUE$),$ there must be a catchable fly ball hit to the infield or shallow outfield $($I$11=$ TRUE$),$ and there must not be $2$ outs $($J$11=],[$TRUE$).]]],[8,1,$Copy your function in cell K$11$ and paste it down to complete the "Infield Fly" column of the table.$],[$Total:$,30,]]$