Math, asked by darshanghorpade786, 6 months ago

A company launched an advertising campaign of its new product on watsapp, twitter and facebook

where 30% favour watsapp, 50 % favour twitter and the rest use facebook. It is seen that a person

who sees the advertisement on watsapp will buy the product with probability 0.6. Similarly the

person who uses twitter will buy the product with a probability 0.3 and the person who uses

facebook will buy the product with the probability 0.1. A consumer chosen at random is said to

have purchased the product. What is the probability that he has seen the campaign on twitter?

(Bayes Theorem )​

Answers

Answered by akihra66
0

A company launched an advertising campaign of its new product on watsapp, twitter and facebook

where 30% favour watsapp, 50 % favour twitter and the rest use facebook. It is seen that a person

who sees the advertisement on watsapp will buy the product with probability 0.6. Similarly the

person who uses twitter will buy the product with a probability 0.3 and the person who uses

facebook will buy the product with the probability 0.1. A consumer chosen at random is said to

have purchased the product. What is the probability that he has seen the campaign on twitter?

(Bayes Theorem )

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