In a game of luck, a turn consists of a player continuing to roll a pair of six-sided dice until they roll a double (two of the same face values). Let $X=$ the number of rolls in one turn.

In a game involving a standard deck of $52$ playing cards, an individual randomly draws $5$ cards without replacement. Let $Y=$ the number of Aces drawn.

$40\%$ of a certain species of tomato die after transplanting from pot to garden. Eli transplants $16$ of these tomato plants. Let $T =$ the number of tomato plants that die.