$1\mathrm{.}1$ Set up solver to determine how many of each type of candy bar to make to maximize total profit subject to the following constraints:

a$.$ The number of candy bars made should not exceed the demand for that type of candy bar.

b$.$ You must make at least $1$ million of each type of candy bar. Do not use commas when entering the number into the Solver constraint.

c$.$ The ingredients consumed in making the candy bars should not exceed what is avallable.

d$.$ There is a national nut shortage and they are expensive. To avoid nuts spoiling, you must use all of the nuts.

e$.$ Make only whole number amounts of candy bars.

f$.$ Before solving make the solving method "Simplex LP$"$ and checkmark the "Make Unconstrained Variables Non$-$negative" option.

$90$