Three red balls, five green balls, and a number of blue balls are put together in a sack. One ball is picked at random from the sack. If the probability of picking a red ball is \(\frac{1}{6}\) find;
(a) The number of blue balls in the sack
(b) the probability of picking a green ball
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Discussions (2)

This answer is wrong i think... After x{blue ball} has been gotten which is 10..
The number of total outcome is 3+5+10 which equals 18
So if a ball is picked at random, that is 18-1 which is 17
So the p of green ball is 5/17

This answer is wrong i think... After x{blue ball} has been gotten which is 10..
The number of total outcome is 3+5+10 which equals 18
So if a ball is picked at random, that is 18-1 which is 17
So the p of green ball is 5/17

