Given the table $($A$,$ B$,$ C$,$ D$,$ E$,$ F$,$ G$)$ and dependencies: A$+$B$-->$C$,$ F; A$-->$D$,$ E; B$-->$G$,$ determine the key $($which is the minimal set of attributes to determine$/$decide others$).$ Choose the key$-$attribute$($s$)$ and only key$-$attribute$($s$)$ in the following options. A $,$B $,$C$,$ D$,$E$,$F$,$G Given the table $($A$,$ B$,$ C$,$ D$,$ E$,$ F$)$ and its dependencies: A$+$B $-->$ C$,$ E; A$+$B$+$D $-->$ F; C$-->$E please determine the key and select any of key attributes and only key attributes from the following. A $,$B $,$C$,$ D$,$E$,$F Given the table $($A$,$ B$,$ C$,$ D$,$ E$,$ F$)$ and its dependencies: A$+$B $-->$ C$,$ E; A$+$B$+$D $-->$ F; C$-->$E Assume that we use $($A$,$ B$,$ D$)$ as the key. Please determine each of partial dependencies. A$+$B $->$ C A$+$B $->$ E A$++$B$+$D $->$ F C $->$ E