$10$

points

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Problem $20-8($Algo$)$

Lakeside Bakery bakes fresh pies every morning. The daily demand for its apple pies is a random variable with $($discrete$)$ distribution, based on past experience, given by

Demand $41115192327$

Probability $10\%13\%27\%25\%15\%10\%$

Each apple pie costs the bakery $$9\mathrm{.}30$ to make and is sold for $$27.$ Unsold apple pies at the end of the day are purchased by a nearby soup kitchen for $90$ cents each. Assume no goodwill cost.