A card is drawn at random from a well shuffled deck of 52 cards. Find the probability of getting neither a red card nor a queen.
Answers
Answered by
73
Hey!!
Total no. Of cards= 52
Not favorable =28(26 red +2 black queen)
Favorable cards = 52-28=24
Probability = 24/52=6/13 answer.
Hope its Help you!!
Total no. Of cards= 52
Not favorable =28(26 red +2 black queen)
Favorable cards = 52-28=24
Probability = 24/52=6/13 answer.
Hope its Help you!!
7875146372:
seaeh1234
Answered by
95
HEY THERE!!!
☔☔☔☔☔☔☔☔☔
Method Of Solution:-
◀ Given:
Total Number of Outcomes = 52
There are 4 Kings and 4 Queen .
↘ Mentioned:
→ There are 26 reds cards and also include 2 Queens and already 2 Queens have there. (outcomes).
Hence,
→ Number of cards each one of which is either a red card or a queen = 28
Here, Suppose E be the event that the card drawn is neither a red card or a Queen.
→ Now, Number of favourable outcomes = 52-28 = 24
→ Therefore, P(Getting neither a red card or a Queen) = 24/52 => 6/13
Hence,
→ According to the Question statement!!
✍ Number of Cards having/getting neither a red card or a Queen = 6/13.✍
☔☔☔☔☔☔☔☔☔
Method Of Solution:-
◀ Given:
Total Number of Outcomes = 52
There are 4 Kings and 4 Queen .
↘ Mentioned:
→ There are 26 reds cards and also include 2 Queens and already 2 Queens have there. (outcomes).
Hence,
→ Number of cards each one of which is either a red card or a queen = 28
Here, Suppose E be the event that the card drawn is neither a red card or a Queen.
→ Now, Number of favourable outcomes = 52-28 = 24
→ Therefore, P(Getting neither a red card or a Queen) = 24/52 => 6/13
Hence,
→ According to the Question statement!!
✍ Number of Cards having/getting neither a red card or a Queen = 6/13.✍
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