Two urns both contain green balls and red balls. Urn contains six green balls and four red balls and urn to contains eight green balls and seven red balls a ball is drawn from each urn what is the probability that both balls are red
2/75
7/50
7/25
14/75
The probability of drawing a red ball from urn 1 is 4/10 and the probability of drawing a red ball from urn 2 is 7/15.
To find the probability of both events happening, we multiply the probabilities:
(4/10) * (7/15) = 28/150 = 14/75
Therefore, the probability that both balls drawn are red is 14/75.
The answer is (D) 14/75.