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☆ CONTENT QUALITY REQUIRED ☆
》 Rahim takes out all the hearts from the cards what is the probability of
i) Picking out an ace from the remaining pack
ii) Picking out a diamonds.
iii) Picking out a card that is not a heart
iv) Picking out the ace of hearts
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Answers
Answered by
9
Total no of outcomes = 39
i) P (E) = 3/39 = 1/13
ii) P(E) = 13/39 = 1/3
iii) P (E) = 39/39 = 1
iv) P (E) = 0/ 39 = 0
Hope this will help you!!!☺☺☺
i) P (E) = 3/39 = 1/13
ii) P(E) = 13/39 = 1/3
iii) P (E) = 39/39 = 1
iv) P (E) = 0/ 39 = 0
Hope this will help you!!!☺☺☺
Answered by
27
We know that total number of cards in a deck = 52.
We know that the Total number of hearts = 13.
Given that Rahim takes out all the hearts from the cards.
Total number of possible outcomes n(S) = 39(52 - 13).
Now,
(1) Let A be the event of picking out an ace from remaining cards.
n(A) = 3/39.
Required probability p(A) = n(A)/n(S)
= 3/39
= 1/13.
(2) Let B be the event of picking out a diamond.
n(B) = 13.
Required probability P(B) = n(B)/n(S)
= 13/39
= 1/3.
(3) Let C be the event of picking out a card that is not a heart.
N(C) = 39
Required probability P(C) = n(C)/n(S)
= 39/39.
= 1.
(4) Let D be the event of picking out the ace of hearts.
n(D) = 0. --------- No ace of hearts in the deck.
Required probability P(D) = n(D)/n(S)
= 0/39
= 0.
Hope this helps!
We know that the Total number of hearts = 13.
Given that Rahim takes out all the hearts from the cards.
Total number of possible outcomes n(S) = 39(52 - 13).
Now,
(1) Let A be the event of picking out an ace from remaining cards.
n(A) = 3/39.
Required probability p(A) = n(A)/n(S)
= 3/39
= 1/13.
(2) Let B be the event of picking out a diamond.
n(B) = 13.
Required probability P(B) = n(B)/n(S)
= 13/39
= 1/3.
(3) Let C be the event of picking out a card that is not a heart.
N(C) = 39
Required probability P(C) = n(C)/n(S)
= 39/39.
= 1.
(4) Let D be the event of picking out the ace of hearts.
n(D) = 0. --------- No ace of hearts in the deck.
Required probability P(D) = n(D)/n(S)
= 0/39
= 0.
Hope this helps!
siddhartharao77:
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