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A crate of soft drinks contains 9 bottles of coke,6 bottles of Pepsi and 4 bottles of limca,ademola pick one bottle of soft drinks and there after adedeji pick another bottle,find the probability that

(a) they both picked limca
(b) ademola only picked Pepsi
(c) they both picked the same brand
(d) they picked different brands

um nine nine nine 999

Kelvin say this question again without the bubbles and put the thing it focuses on as John trust me

Did you know?

Did you know that in a crate of soft drinks containing 9 bottles of coke, 6 bottles of Pepsi, and 4 bottles of Limca, the probability of two individuals picking the same brand of soft drink differs depending on the scenario? (a) If Ademola and Adedeji both picked one bottle of soft drink, the probability that they both picked Limca is calculated by multiplying the probability of Ademola picking Limca (4 out of 19 bottles) by the probability of Adedeji picking Limca from the remaining bottles (3 out of 18 bottles). The probability is (4/19) * (3/18). (b) If Ademola picked only Pepsi, the probability is simply the probability of Ademola picking Pepsi (6 out of 19 bottles). (c) When calculating the probability that both Ademola and Adedeji picked the same brand, we consider three scenarios: both picking Limca, both picking Pepsi, or both picking Coke. The probability is the sum of the probabilities for each scenario. (d) On the other hand, if we want to find the probability that Ademola and Adedeji picked different brands, we subtract the probability of them picking the same brand from 1.