Complete the following table by computing the total profit $($the tannery$\text{'}$s economic profit and the resort's economic profit combined$)$ with and without recycling.

$\backslash$table$[[,$Profit$],[$Action$,\backslash$table$[[$Tannery$],[($Dollars$)]],\backslash$table$[[$Resort$],[($Dollars$)]],\backslash$table$[[$Total$],[($Dollars$)]]],[$No Recycling,$2,300,1,600,],[$Recycling$,1,500,2,800,]]$

Total economic profit is highest when the recycling production method is $q,$

When the tannery uses the recycling method, the resort earns $$2,800-$$$1,600=$$$1,200$ more per week than it does with no recycling. Therefore, the resort should be willing to pay up to $$1,200$ per week for the tannery to recycle water. However, the recycling method decreases the tannery$\text{'}$s economic profit by $$2,300-$$$1,500=$$$800$ per week. Therefore, the tannery should be willing to use the recycling method if it is compensated with at least $$800$ per week.

Suppose the resort has the property rights to the river. That is$,$ the resort has the right to a clean $($unpolluted$)$ river. In this case, assuming the two firms can bargain at no cost$,$ the tannery will $q,$ the recycling method and will pay the resor per week.

Now, suppose the tannery has the property rights to the river, including the right to pollute it$.$ In this case, assuming the two firms can bargain at no cost$,$ the tannery wil $$ the recycling method, and the resort will pay the tannery $$ per week.

The resort will make the most economic profit wh $$

True or False: The tannery will use the recycling method only if the resort has the property rights.

True