With respect to Hypergeometric probability and paying close attention for with the "without replacement" component, what is the probability of the following events occurring if the cards are not being replaced? And fyi, these events are happening one after another!

1. Drawing a red face card (card not being replaced)
2. Drawing a spade or club face card (card not being replaced)
3. Drawing an ace or a 2 (card not being replaced)
4. Drawing an 5, 6, or 7
5. Drawing a face card