Two friends share the cost of the motorcycle racing game. What amount should each pay? How do you know? Imagine they shore the cost of the car racing game. How could you calculate the amount they eoch pay?

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UpStudy AI · Accepted Answer

To determine how much each friend should pay when sharing the cost of a game, you'll need to follow a simple and equitable method. Here's a step-by-step guide to help you calculate each person's share:

### 1. **Determine the Total Cost**
First, you need to know the total cost of the game you’re purchasing.

- **Example:**
  - **Motorcycle Racing Game:** Suppose it costs **\$60**.
  - **Car Racing Game:** Suppose it costs **\$50**.

### 2. **Decide How to Share the Cost**
Assuming both friends agree to split the cost **equally**, you’ll divide the total cost by the number of friends sharing it.

### 3. **Calculate Each Person's Share**
Use the following formula:

$$
\text{Each Person's Share} = \frac{\text{Total Cost}}{\text{Number of Friends}}
$$

- **For the Motorcycle Racing Game:**
  $$
  \text{Each Person Pays} = \frac{\$60}{2} = \$30
  $$
  
- **For the Car Racing Game:**
  $$
  \text{Each Person Pays} = \frac{\$50}{2} = \$25
  $$

### 4. **Total Amount Each Friend Pays**
If both friends decide to purchase both games together, you can add the individual shares:

$$
\$30 (\text{Motorcycle Game}) + \$25 (\text{Car Game}) = \$55 \text{ per person}
$$

### **Summary**
- **Motorcycle Racing Game:** Each pays **\$30**.
- **Car Racing Game:** Each pays **\$25**.
- **Total for Both Games:** Each pays **\$55**.

### **Understanding the Calculation**
- **Equal Sharing:** Dividing the total cost by the number of people ensures that each friend contributes fairly.
- **Flexibility:** If the friends agree to a different sharing method (e.g., based on who wants which game more), adjustments can be made accordingly.

### **Example Scenario**
Imagine **Alice** and **Bob** want to buy both games together:

1. **Motorcycle Racing Game:** \$60
2. **Car Racing Game:** \$50
3. **Total Cost:** \$60 + \$50 = \$110

**Each Pays:**
$$
\frac{\$110}{2} = \$55
$$

So, **Alice** pays **\$55**, and **Bob** pays **\$55**.

### **Conclusion**
By knowing the total cost of each game and dividing it by the number of friends sharing the cost, you can easily determine how much each person should pay. This method ensures a fair and straightforward way to manage shared expenses.
Each friend should pay half of the total cost. For the motorcycle racing game, each pays \$30, and for the car racing game, each pays \$25.

Two friends share the cost of the motorcycle racing game. What amount should each pay? How do you know? Imagine they shore the cost of the car racing game. How could you calculate the amount they eoch pay?

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