two cards drawn without replacement from a well shuffled pack of 52 cards. find the probability that cards drawn are aces.
answer: `1/221`
solution: n/a
total number of cards in a well-shuffled pack =52total number of queens and kings cards =4+4=8therefore, there are 44 cards (52−8) that are neither king nor queen.total number of favorable outcomes  =44  
probability is given by,p(a)=no. of total outcomesno. of possible outcomes​  
required probability =5244​=1311​ given : five defective bulbs are accidently mixed with 20 good ones.to find : probability distribution from this lotformula used :five defective bulbs are accidently mixed with 20 good ones.total number of bulbs = 25x denote the number of defective bulbs drawnx can draw the value 0 , 1 , 2 , 3 , 4.since the number of bulbs drawn is 4, n = 4p(0) = p(getting a no defective bulb) = = = p(1) = p(getting 1 defective bulb and 3 good ones) = = p(1) = = p(2) = p(getting 2 defective bulbs and 2 good one) = p(2) = = = p(3) = p(getting 3 defective bulbs and 1 good one) = p(3) = = p(4) = p(getting all defective bulbs) = = = p(4) = the probability distribution table is as follows, 1 a c d
2 a
3 c
4 b
5 c
i got a 100% It's not a strange coincidence. It's just the nature of the game! 2, 0 ( any two integers with one of them as 0). century eggs!!! lucky!!! it depends on what map it is and what about guessing? are you good at guessing? try to guess if i am or not, if you guess right you choose your reward ;p a
c
a
a
b 

those are answers ur welcome the heroes. as powerful as they are, they would be able to run up to him and tear off the gauntlet before he could snap.

bq; it's all random. who lives and who dies is determined just by luck.

please
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