Implement the linear optimization model and find an optimal solution. Interpret the optimal solution.

The optimal solution is to produce

$$

enter your response here tons of regular grind and

$$

enter your response here tons of super grind. This solution gives the

$$

possible$$ profit, which is $$$

$$

enter your response here.

$($Type integers or decimals rounded to two decimal places as$$ needed.$)$

Part $2$

Total production

$$

a binding constraint and it has

$$

enter your response here slack.

Time limitation

$$

a binding constraint and it has

$$

enter your response here slack.

Demand for regular grind

$$

is not

is

a binding constraint and it has

$$

enter your response here slack.

Demand for super grind

$$

is

is not

a binding constraint and it has

$$

enter your response here slack.

$($Type integers or decimals rounded to two decimal places as$$ needed.$)$

The optimal solution is to producetons of regular grind andtons of regular grind andtons of super grind.This solution gives thepossible profit, which is $possible profit, which is $$($Type integers or decimals rounded to two decimal places as needed.$)$Total productiona binding constraint and it hasa binding constraint and it hasslack.Time limitationa binding constraint and it hasa binding constraint and it hasslack.Demand for regular grinda binding constraint and it hasa binding constraint and it hasslack.Demand for super grinda binding constraint and it hasa binding constraint and it has$($Type integers or decimals rounded to two decimal places as needed.$)$