- #1
jegues
- 1,097
- 3
Isn't it given to you? Probability has a mastercard and an amex?but I can't figure out how to obtain,
P(A∩M′)
Simon Bridge said:Isn't it given to you? Probability has a mastercard and an amex?
Dick said:No, it's probability of NOT having a mastercard and having an amex. I'd suggest to jegues to draw a Venn diagram and start labelling regions.
The probability of credit cards P(A|B') refers to the likelihood of a person being approved for a credit card (event A) given that they do not have a good credit score or history (event B'). This can also be interpreted as the conditional probability of event A occurring, given that event B' has already occurred.
The formula for calculating probability of credit cards P(A|B') is P(A|B') = P(A ∩ B') / P(B'). This means that the probability of event A and event B' occurring together is divided by the probability of event B' occurring. This can also be written as P(A|B') = P(A and not B') / P(not B').
The probability of credit cards P(A|B') can be influenced by a variety of factors, including the individual's credit score, credit history, income, and debt-to-income ratio. Lenders also consider other factors such as employment status, credit utilization, and payment history when determining an individual's creditworthiness.
The higher the probability of credit cards P(A|B'), the lower the chances of being approved for a credit card. This is because a lower probability indicates a higher risk for the lender, as the individual's creditworthiness is not as strong. Lenders may also offer higher interest rates or lower credit limits to individuals with a lower probability of credit cards P(A|B').
No, the probability of credit cards P(A|B') is not the only factor considered in credit card approvals. Lenders also take into account other factors such as the individual's income, credit utilization, and payment history. Additionally, each lender may have their own criteria and weightage for these factors, so the probability of credit cards P(A|B') may vary between different lenders.