3x+5=17
I knew I had to go to a pop-up fair but I spent most of the money my mother gave me and only have seventeen dollars left to my name. The pop-up fair admissions cost $5 and the rides are $3 per ticket. Now how many rides am I able to ride until I have to borrow more money from my friends.

I started with $17 which decreased to $12 once I walk in the fair. Since each ticket are $3 each, then I only have enough for to ride four rides. X=4 write a similar scenario using the same numbers

Here's a similar scenario using the same numbers:

---

You had $17 saved up for a day at the arcade. The entry fee to the arcade was $5, leaving you with $12 after you paid for entry. Inside, each game at the arcade costs $3 per play. You want to know how many games you can play before you run out of money.

You started with $17, and after paying $5 for entry, you were left with $12. Since each game costs $3, you can afford to play 4 games before needing more money. So, in this case, $ X = 4 $.

---

Do you have any questions or would you like more details? 

Here are 5 related questions to think about:

1. If the entry fee was $8 instead of $5, how many games could you play?
2. How much money would you have left if you played only 2 games?
3. If you wanted to play 6 games, how much extra money would you need?
4. What if each game cost $4 instead of $3? How many games could you play then?
5. If you found $3 on the ground after entering, how many games could you play with the extra money?

**Tip:** When dealing with scenarios like this, it helps to set up an equation to understand how changes in costs or amounts affect the outcome.

Discover how to solve the problem of determining how many rides you can afford at the fair with $17. Learn the steps involving arithmetic and equations to calculate the number of rides, considering entry fees and ride costs. Suitable for Grades 4-6.

Math Problem Statement

Solution

Ask a new question for Free

By Image

Math Problem Analysis

Mathematical Concepts

Formulas

Theorems

Suitable Grade Level

Related Recommendation