Question

) The king queen and Jack of club' are removed
a deck of 52 cards and then suffled. 3
Que cand
is selected, find the probability of:
i) a
a club.
1)king
2Jack of black
3 a club​

Answer 1

Answer:

The King, Queen and Jack of clubs are removed from a pack of 52 cards and then the remaining cards are well shuffled. A card is selected from the remaining ...

Answer 2

Step-by-step explanation:

Correct Question:-

The king and the Jack of a club are removed from a deck of 52 cards. If one of the card is selected find the probability of:-

• A Queen
• A club
• A king
• A jack of black
• A club.

$\huge{\sf{\green{\underline{Answer}}}}$

Conditions:-

If 2 cards removed, then total cards are 50 now.

• A queen.

There are 4 queens. So, the probability will be $\sf{\dfrac{4}{50}}$

Reduced to $\sf{\dfrac{2}{25}}$

• A club.

There were 13, 2 were removed. So, we have total 11. So, the answer is $\sf{\dfrac{11}{50}}$

• A king.

One king was removed, left are 4 kings.

So, the probability of a king is $\sf{\dfrac{3}{50}}$

• Jack of black

Jack of black were 2, one of spade also. One is removed. So the probability is $\sf{\dfrac{1}{50}}$

• A club.

There are 13 clubs, so probability is $\sf{\dfrac{11}{50}}$ as 2 are removed, as stated above.