Bertha's Bakery bakes fresh bread every morning. Any bread not sold by the end of the day is thrown away. A loaf of bread costs Bertha's Bakery $$2\mathrm{.}75$ to produce, and the bakery prices loaves of bread at $$3\mathrm{.}95$ per loaf. Suppose near the end of one day Bertha's Bakery still has $10$ loaves of bread on hand. Which of the following is correct? Bertha's Bakery should

Select one:

a$.$ only sell the remaining bread for $$3\mathrm{.}95$ per loaf since that is the regular price

b$.$ only sell the remaining bread for $$2\mathrm{.}75$ per loaf or more since that is what the bread costs to make

c$.$ be willing to sell the remaining bread for any price above $$0$ per loaf since the bakery will have to throw it away if the bakery does not sell it for something.

d$.$ just throw the bread away and change the price of bread starting tomorrow to make sure the bakery sells all of their bread each day.

e$.$ immediately stop selling bread and close the bakery since they did such a poor job of forecasting the number of loaves that the bakery would sell.