The length of NCAA college baseball games is normally distributed with a mean of 165 minutes and a standard deviation of 10 minutes. Let X represent the number of minutes in an NCAA

college baseball game. Which of the following statements is equivalent to finding the probability

that the amount of time an NCAA college baseball game lasts is less than 2 hours 30 minutes?

(A) P(X < μ + 1.5σ)

(B) P(X < μ + 2.5σ)

(C) P(X < μ − 2.5σ)

(D) P(X < μ − 1.5σ)

(E) P(X < σ + 1.5μ)

after lydia compare her check register to her bank statement, and the ending balances do not seem to match. then, she must make a bank reconciliation by putting the data all together.

to do this, she need to determine the bank ending balance. after, add the deposits in transit then deduct the outstanding checks. moreover, if the actual checkbook balance does not equal this number, check again for transporting errors by subtracting the balances and add the difference to nine. sometimes, a mathematical error can happen but a bank reconciliation is a great tool to resolve the discrepancies.