A bag contains whte red black balls tw balls are taken at randm find the probabilty that both are white
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The probability of drawing a black ball on the first draw is 10/20 or .5. If the draws are with replacement, then the probability of drawing a black ball on the second draw remains 10/20 or .5. The probability of drawing two black balls is .5 x .5 = .25. If the balls are drawn without replacement then the probability of drawing a black ball on the second draw is 9/20 or .45 and the probability of drawing two black balls is .5 x .45 = .225.
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Answer:
yC2 / ((x+y+z)C2
Step-by-step explanation:
let there be x white balls, y red balls and z black balls
so....total possible cases
(x+y+z)C2
required cases
yC2
therefore....probability
yC2 / ((x+y+z)C2
(where C is combination)
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