All kings ,queens and aces are removed from a pack of 52 cards . The remaining cards are well shuffled and a card is drawn from it . Find the probability that the drawn card is
(A) a black face card
(B) a red card

(A) 4/40

 Total outcomes  =  44

{A} let E1 be the probability of getting a black face card.

                P{E1} = 2/ 44  =  1 / 22

 [B] let E2 be the probability of getting a red card.

                  P{E2} = 11/ 44  =  1/4

Total outcomes = 44

{A} let E1 be the probability of getting a black face card.

P{E1} = 2/ 44 = 1 / 22

[B] let E2 be the probability of getting a red card.

         P{E2} = 22/ 44  = 1 /2

Total no. of Queens, kings and aces in a deck of 52 cards = 12

Now Total Outcomes = 52 - 12 = 40

a) Probability of a Black Face Caed =  2/40 = 1/20 ( Since 2 Jacks of Black are still remaining)

b) Red face card = 2/40 = 1/20 ( Since 2 Jacks of Red are still remaining)