From a pack of 52 playing cards, Jacks and Kings of red colour and Queens and Aces of black colour are removed. The remaining cards are mixed and a card is drawn at random. Find the probability that the drawn card is
(i) a black Queen
(ii) a card of red colour
(iii) a Jack of black colour
(iv) a face card
Total no. of playing cards = 52
No. of Red cards removed = (2 + 2) = 4
No. of Black cards removed = (2 + 2) = 4
Remaining no. of cards = (52-8) = 44
No. of black queens in the new pack = 0
(i) Probability that the drawn card is a black Queen = 0
No. of red cards remaining = (26-4) = 22
(ii) Probability that the drawn card is a red card = 
No. of Jack of black colors present = 2
(iii) Probability that the drawn card is a card of black color = 
No. of face cards remaining = (12-6) = 6
(iv) Probability that the card drawn is a face card = 
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