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Sagot :
Since there are 25 cards in the deck
Since there are 4 jacks on it 2 red and 2 black
Since the probability of an event = outcomes of events/total outcomes
Then for the first card
There are 2 red jacks for a total of 52 cards
[tex]P(r.j)=\frac{2}{52}=\frac{1}{26}[/tex]For the second card with NO replacement
Since there are 26 red cards in the deck
Since we took out one of them for the first card, then
There are 25 red cards
Since the total is less by 1 because of the first card, then
There are 51 cards
[tex]P(r)=\frac{25}{51}[/tex]Since and in probability means multiply, then
[tex]P(r.j&r)=\frac{1}{26}\times\frac{25}{51}=\frac{25}{1326}[/tex]The answer is the 3rd choice 25/1326
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