University of Florida football programs are printed $1$ ?week prior to each home game. Attendance averages $60,000$ ?screaming and loyal Gators $?$ ?fans, of whom $?$ ?two $-$ thirds usually buy the $?$ ?program, following a normal $?$ ?distribution, for $?$ $ $5$ ?each. Unsold programs are sent to a recycling center that pays only $10$ ?cents per program. The standard deviation is $5,000?$ programs $,$ ?and the cost to print each program is $?$ $ $2.$ ?Refer to the standard normal tableLOADING... for $?$ ?z $-$ values.

Part $2$

$?$ a $.$ What is the cost of underestimating demand for each program? C $\_$ s $=$ ?$ $($ round your response to two decimal places $).$ ?What is the average cost per program? C $\_$ o $=$ ?$ $($ round your response to two decimal places $).$ ?How many programs should be ordered per game? programs should be ordered per game $($ round your response to the nearest whole number $).$ ?What is the stockout risk for this order size? Stockout risk $=($ round your response to four decimal places $).$