If you have a 52 card deck and deal 48 cards what is the probability or percentage that the Jack of Spades is in the remaining 4 cards?

If you have a 52 card deck and deal 48 cards, the probability that the Jack of Spades

is in the remaining 4 cards is the same as in the case of dealing 4 cards from the 52

card deck, the probability the Jack of Spades is in those 4 cards.

To solve the problem you can see there are 4 possible ways that the Jack of Spades

can come up in the 4 deal-led cards.

I.- It can come in the first card. P1= 1/52.

II.- Come in the second card. P2= 51/52 (1/51).

III.- Come in the third card. P3= 51/52 (50/51) (1/50).

IV.- Or in the fourth card. P4= 51/52 (50/51) (49/50) (1/49).

The probability looked for is P = P1+P2+P3+P4 = 1/13