A deck of cards is shuffled well. The cards are dealt one-by-one until the two of hearts appears. Find the probability that exactly one king, queen, and jack appear before the two of hearts.
True/False:
a) The probability of drawing a specific card from a shuffled deck remains constant throughout the process.
b) The probability of drawing a king, queen, or jack before drawing the two of hearts is mutually exclusive.
c) The probability of drawing a king before drawing the two of hearts is independent of the probability of drawing a queen before drawing the two of hearts.
d) The probability of drawing a card before the two of hearts depends on the position of the two of hearts in the shuffled deck.