A box contains 12 balls of which some are red in colour if 6 more red ball are put in the box and a ball is drawn at random the probability of drawing a red ball doubles then what it was before find the number of red balls in bag.
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Step-by-step explanation:
Let the number of red balls initially be x
P(getting a red ball) = x/12
If 6 more red balls are added
P(getting a red ball)= (x+6)/12
2 x (x/12) = (x+6)/12
x/6 = (x+6)/12
12x =6x +36
6x = 36
x=6
∴ Intial number of red balls is 6
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