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thank you so much this actually made a lot of sense❤
Where did you get the 1/52 overlap from please?
wait i got the same result buy counting the p (AnB) = p(A) * P(B) is that correct ?
Keep it up maam
Excellent
Hw did you get 1/52
U need to subtract the probability of getting the card both being the spade and is a 7 number. In that case ghere is only one 7 of spades card in a deck. That's how it gave 1/52.
its the intersection of both prob, so its one card thats a spade of seven in the deck
1/52?
How did you get 1/52😮
Thank you so much
thank you so much this actually made a lot of sense❤
Where did you get the 1/52 overlap from please?
wait i got the same result buy counting the p (AnB) = p(A) * P(B) is that correct ?
Keep it up maam
Excellent
Hw did you get 1/52
U need to subtract the probability of getting the card both being the spade and is a 7 number. In that case ghere is only one 7 of spades card in a deck. That's how it gave 1/52.
its the intersection of both prob, so its one card thats a spade of seven in the deck
1/52?
How did you get 1/52😮
Thank you so much