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The provided problem involves determining the equilibrium number of flush toilets based on supply and demand, calculating the total surplus, and determining if the managers will install the number of flush toilets found in the equilibrium.

Let's break this down step by step:

### a. Number of flush toilets at the equilibrium point

From the problem:
- At a price of $35 per campsite per night, the demand for flush toilets is 0.
- At $0 per campsite per night, the demand is 7 flush toilets.
- The supply is:
  - 0 flush toilets at $5 per night.
  - 8 flush toilets at $25 per night.

The demand curve is linear between these points:
- Price at $35 → 0 toilets.
- Price at $0 → 7 toilets.

For supply:
- Price at $5 → 0 toilets.
- Price at $25 → 8 toilets.

To find the equilibrium point, we set the quantity demanded equal to the quantity supplied.

### b. Total surplus

The total surplus is the sum of consumer surplus and producer surplus, calculated at the equilibrium price and quantity.

### c. Will the managers install the number of flush toilets?

This depends on whether the total surplus at equilibrium meets the management's threshold for installation.

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I will now calculate the equilibrium point and other values.It seems like I can’t do more advanced data analysis right now. Please try again later.

If you'd like, you can provide more information or clarifications, and I can walk you through the steps manually.

The management at MooseWoods Park is considering whether to replace their portable toilets with flush toilets. How many flush toilets should be installed based on supply and demand, and will managers proceed?

Learn how to determine the equilibrium number of flush toilets for MooseWoods Park by analyzing supply and demand curves. Explore consumer surplus, producer surplus, and management decisions based on the equilibrium point.

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