Deal two cards from a regular deck of cards. Let the random variable X be the number of 2s dealt and let the random variable Y be the number of face cards (Kings, Queens or Jacks). Calculate the probability that the hand will contain more 2s than face cards, that is find P(X>Y). Group of answer choices \(\frac{145}{\binom{52}{2} } \) \(\frac{144}{\binom{52}{2} } \) \(\frac{140}{\binom{52}{2} } \)