Find the probability of drawing a pink card, not replacing it, and then drawing another pink card.
Answers
Answered by
3
You have 4 ways to pick a pink card from the 10 cards
then you have 3 ways to pick a pink card from the remaining 9 cards
P(2 pink cards) = P(pink on first card) * P(pink on second card)
= (4/10)(3/9)
= 12/90
= 2/15
I hope my answer has come to your help.
then you have 3 ways to pick a pink card from the remaining 9 cards
P(2 pink cards) = P(pink on first card) * P(pink on second card)
= (4/10)(3/9)
= 12/90
= 2/15
I hope my answer has come to your help.
Answered by
2
Hey mate,
You have 4 ways to pick a pink card from the 10 cards.
then you have 3 ways to pick a pink card from the remaining 9 cards
P(2 pink cards)
= P(pink on first card) × P(pink on second card)
= (4/10)×(3/9)
= 12/90
= 2/15
hope this helps you out!
You have 4 ways to pick a pink card from the 10 cards.
then you have 3 ways to pick a pink card from the remaining 9 cards
P(2 pink cards)
= P(pink on first card) × P(pink on second card)
= (4/10)×(3/9)
= 12/90
= 2/15
hope this helps you out!
Similar questions
English,
6 months ago
Math,
6 months ago
History,
1 year ago
Biology,
1 year ago
India Languages,
1 year ago