# Statistics requests bank loans is

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# Description

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible.

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible. What is the probability that the loan does not return any bank?

The task of the theory of probability
Statistics requests bank loans is as follows: 10% - state agencies, 30% - other banks, others - individuals. The probabilities of default loans taken respectively are as follows: 0.01, 0.05 and 0.2. Find the probability of default of the next request for a loan. Head of Credit Department reported that the message is received on credit defaults, but facsimile client's name was illegible.

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