Mohan does 50% of the jobs, Vivek does 30% of the jobs and Anand does 20% of the jobs in a company. The probability of an error when Mohan works is 0.03, the probability of an error when Vivek works is 0.04 and that of Anand is 0.05. Suppose an error has occured in the work who would have done the work.

Mohan does 50% of the jobs, Vivek does 30% of the jobs and Anand does

1.	Mohan does 50% of the jobs, Vivek does 30% of the jobs and Anand does 20% of the jobs in a company. The probability of an error when Mohan works is 0.03, the probability of an error when Vivek works is 0.04 and that of Anand is 0.05. Suppose an error has occured in the work who would have done the work.
Answer» <P> Answer :Since `P(A_(1)/(B))`has the highest probability ONE can GIVES that MOHAN would have DONE the error in the work.