(MULTIPLE QUESTION PROBLEM) At Captree Company:
**lobster is priced at $17.49 per pound, and
**shrimp is priced at $9.95 per pound.
Due to the cost of running the business, the company
must earn at least $450 in revenue by selling lobster and
shrimp each week.
The size of the freezers limits the company to storing a
total of 750 pounds of lobster and shrimp each week.
Your job is to determine how many pounds of lobster and
how many pounds of shrimp the company should sell.
X = pounds of lobster
y = pounds of shrimp

A. Write an expression for the revenue (earnings) from sales of lobster

B. Write an expression for the revenue (earnings) from sales of shrimp

C. Write an inequality that models the revenue constraint

D. Write an inequality that models the constraint regarding the size of the freezers

E. If only lobsters are sold, what is the minimum number of pounds of lobster that must be sold to earn the revenue they must earn

F. Write a combination of pounds of lobster and pounds of shrimp that satisfies both constraints. Use algebra to justify your answer.