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From what I can observe, the problem involves:

1. A store selling tables and stools with given costs and markup policies.
2. Writing an equation for the retail price $ R $ in terms of the cost $ C $.
3. Finding the retail price of a table and the cost of an item with a known retail price.

Let's break down the problem step by step and solve it:

### Problem Summary:
- The store sells tables and stools.
- Tables cost between $150 and $200, and stools cost between $25 and $51.
- Markup policy:
  - For items over $50, there's a specific markup formula.

### Questions:
1. **Write an equation that expresses the retail price $ R $ in terms of the cost $ C $**.
2. **Find the retail price for a table that costs $157**.
3. **Determine the cost of an item with a retail price of $193.50**.

Would you like me to proceed with solving these steps, or would you like to clarify any part of the problem further?

A medical supply store sells tables between $150 and $200 and stools between $25 and $51. The mark-up policy for items that cost over $50 is reflected in the retail price. Write an equation for the retail price R in terms of cost C. Then find the retail price of a table that costs $157 and the cost of an item with a retail price of $193.50.

Learn how to calculate the retail price of tables and stools based on their costs, including a mark-up policy for items over $50. Step-by-step explanation of how to solve for the retail price of a table that costs $157 and the cost of an item with a retail price of $193.50. Suitable for Grades 8-10.

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