Ernest And Some Friends Are Going To Safari Island Theme Park Today. They Can't Wait To Drive The Black Rhino Bumper Cars! The 7 Friends Got A Group Rate And Decided To Split It Evenly. Each Friend Paid $14.77.Let $g$ Represent The Total
Introduction
Ernest and his friends are excited to spend the day at Safari Island Theme Park, where they can enjoy thrilling rides and attractions. Among the many exciting experiences, driving the Black Rhino Bumper Cars is at the top of their list. To make the day even more enjoyable, the group of 7 friends took advantage of a group rate, which allowed them to split the cost evenly. In this article, we will explore the math behind their decision and calculate the total cost of the group rate.
The Problem
Let's assume that the total cost of the group rate is represented by the variable $g$. Since each friend paid $14.77, we can set up an equation to represent the situation:
Solving for g
To find the total cost of the group rate, we need to multiply the number of friends (7) by the amount each friend paid ($14.77). This can be done using the multiplication operation.
Interpretation
The result of the calculation shows that the total cost of the group rate is $103.39. This means that the group of 7 friends paid a total of $103.39 to enjoy the Black Rhino Bumper Cars and other attractions at Safari Island Theme Park.
Conclusion
In conclusion, the math problem presented in this article allowed us to calculate the total cost of the group rate for Ernest and his friends. By using the multiplication operation, we were able to find the total cost of the group rate, which was $103.39. This problem demonstrates the importance of math in real-life situations, such as budgeting and financial planning.
Real-World Applications
The math problem presented in this article has several real-world applications. For example:
- Budgeting: The problem demonstrates the importance of budgeting and financial planning. By calculating the total cost of the group rate, Ernest and his friends were able to plan their expenses and make informed decisions about their spending.
- Financial Planning: The problem also highlights the importance of financial planning. By understanding the total cost of the group rate, Ernest and his friends were able to make informed decisions about their spending and plan for future expenses.
- Math in Everyday Life: The problem demonstrates the importance of math in everyday life. Math is used in a variety of real-world situations, including budgeting, financial planning, and decision-making.
Additional Math Problems
If you're interested in exploring more math problems, here are a few additional examples:
- Problem 1: A group of 5 friends want to split the cost of a meal evenly. If the total cost of the meal is $25.50, how much will each friend pay?
- Problem 2: A store is having a sale on a particular item. The original price of the item is $15.99, but it's on sale for 20% off. How much will the item cost after the discount is applied?
- Problem 3: A group of 3 friends want to split the cost of a movie ticket evenly. If the total cost of the movie ticket is $12.50, how much will each friend pay?
Solutions to Additional Math Problems
Here are the solutions to the additional math problems:
- Problem 1: To find the amount each friend will pay, we need to divide the total cost of the meal ($25.50) by the number of friends (5).
Each friend will pay $5.10.
- Problem 2: To find the cost of the item after the discount is applied, we need to calculate 20% of the original price ($15.99) and subtract it from the original price.
The item will cost $12.79 after the discount is applied.
- Problem 3: To find the amount each friend will pay, we need to divide the total cost of the movie ticket ($12.50) by the number of friends (3).
Each friend will pay $4.17.
Conclusion
Introduction
In our previous article, we explored the math behind Ernest and his friends' decision to split the cost of the group rate for Safari Island Theme Park. We calculated the total cost of the group rate and provided solutions to additional math problems. In this article, we will answer some frequently asked questions (FAQs) related to the math problem and provide additional insights.
Q&A
Q: What is the total cost of the group rate for Ernest and his friends?
A: The total cost of the group rate is $103.39.
Q: How did you calculate the total cost of the group rate?
A: We used the multiplication operation to calculate the total cost of the group rate. We multiplied the number of friends (7) by the amount each friend paid ($14.77).
Q: What is the importance of math in real-life situations?
A: Math is used in a variety of real-world situations, including budgeting, financial planning, and decision-making. In this case, math helped Ernest and his friends plan their expenses and make informed decisions about their spending.
Q: How can I apply math to my everyday life?
A: Math is used in many everyday situations, such as budgeting, financial planning, and decision-making. You can apply math to your everyday life by using the concepts and operations we discussed in this article.
Q: What are some additional math problems that I can try?
A: Here are a few additional math problems that you can try:
- A group of 4 friends want to split the cost of a meal evenly. If the total cost of the meal is $20.50, how much will each friend pay?
- A store is having a sale on a particular item. The original price of the item is $19.99, but it's on sale for 15% off. How much will the item cost after the discount is applied?
- A group of 2 friends want to split the cost of a movie ticket evenly. If the total cost of the movie ticket is $10.50, how much will each friend pay?
Q: How can I solve the additional math problems?
A: To solve the additional math problems, you can use the same concepts and operations we discussed in this article. For example, to find the amount each friend will pay, you can divide the total cost of the meal or movie ticket by the number of friends.
Q: What are some real-world applications of math?
A: Math has many real-world applications, including:
- Budgeting: Math is used to plan expenses and make informed decisions about spending.
- Financial Planning: Math is used to plan for future expenses and make informed decisions about investments.
- Decision-Making: Math is used to make informed decisions about a variety of topics, including business, finance, and personal finance.
Conclusion
In conclusion, the math problem presented in this article demonstrates the importance of math in real-life situations, such as budgeting and financial planning. By using the multiplication operation, we were able to calculate the total cost of the group rate for Ernest and his friends. We also answered some frequently asked questions (FAQs) related to the math problem and provided additional insights. We hope this article has been helpful in demonstrating the importance of math in everyday life.
Additional Resources
If you're interested in learning more about math and its applications, here are some additional resources:
- Math textbooks: There are many math textbooks available that can help you learn more about math and its applications.
- Online math resources: There are many online resources available that can help you learn more about math and its applications.
- Math courses: You can take math courses at a local college or university to learn more about math and its applications.
Conclusion
In conclusion, the math problem presented in this article demonstrates the importance of math in real-life situations, such as budgeting and financial planning. By using the multiplication operation, we were able to calculate the total cost of the group rate for Ernest and his friends. We also answered some frequently asked questions (FAQs) related to the math problem and provided additional insights. We hope this article has been helpful in demonstrating the importance of math in everyday life.