A bag contains 12 balls out of which x are black balls. Find the probability of getting a
black ball if one ball is drawn. If 6 more blacks balls are added in the bag, the probability
of getting a black ball will be double. Find x.
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Answer:
getting a black ball = x / 12
x = 3
Step-by-step explanation:
initially number of balls = 12
when 6 black balls added = 18
initially number of black balls = x
when 6 black balls added = x+6
initially probability of black balls = x/12
now probability is double ie 2* x/12 = 2x/12
this is equal to probability of getting black ball after adding 6 black balls ie x+6/18
so x+6/18 = 2x/12
36x = 12x + 72
24x = 72
x = 3
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