3. Kuddus graduated this year with an Accounting degree from Sagol-Pagol University. He has received job offers from an accounting firm, an insurance company, and an airline. He cannot decide which of...


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3. Kuddus graduated this year with an Accounting degree from Sagol-Pagol<br>University. He has received job offers from an accounting firm, an insurance<br>company, and an airline. He cannot decide which of the three job offers he<br>should accept. Suppose he decides to randomly select one of these three job<br>offers. Find the probability that the job offer selected is:<br>a. from the insurance company<br>b. not from the accounting firm<br>

Extracted text: 3. Kuddus graduated this year with an Accounting degree from Sagol-Pagol University. He has received job offers from an accounting firm, an insurance company, and an airline. He cannot decide which of the three job offers he should accept. Suppose he decides to randomly select one of these three job offers. Find the probability that the job offer selected is: a. from the insurance company b. not from the accounting firm
1. Mehrin has gone shopping and she got so hyper with excitement that she left<br>her ATM card in the bank’s ATM machine. A thief got hold of the ATM card.<br>The card has a four-digit personal identification number (PIN). The thief<br>knows that the first two digits are 3 and 5, but he does not know the last two<br>digits. Thus, the PIN could be any number from 3500 to 3599. To protect the<br>customer, the automatic teller machine will not allow more than three<br>unsuccessful attempts to enter the PIN. After the third wrong PIN, the machine<br>keeps the card and allows no further attempts:<br>a. What is the probability that the thief will find the correct PIN within three<br>tries? (Assume that the thief will not try the same wrong PIN twice.)<br>b. If the thief knew that the first two digits were 3 and 5 and that the third digit<br>was either 1 or 7, what is the probability of the thief guessing the correct PIN<br>in three attempts?<br>

Extracted text: 1. Mehrin has gone shopping and she got so hyper with excitement that she left her ATM card in the bank’s ATM machine. A thief got hold of the ATM card. The card has a four-digit personal identification number (PIN). The thief knows that the first two digits are 3 and 5, but he does not know the last two digits. Thus, the PIN could be any number from 3500 to 3599. To protect the customer, the automatic teller machine will not allow more than three unsuccessful attempts to enter the PIN. After the third wrong PIN, the machine keeps the card and allows no further attempts: a. What is the probability that the thief will find the correct PIN within three tries? (Assume that the thief will not try the same wrong PIN twice.) b. If the thief knew that the first two digits were 3 and 5 and that the third digit was either 1 or 7, what is the probability of the thief guessing the correct PIN in three attempts?

Jun 10, 2022
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