Newman had $35 to spend at the fair. • Admission to the fair was $7.50 Rides cost $1.50 per ticket. Part A: Drag and Drop the following numbers into the boxes below to create an inequality for the situation. Third box must be an inequality symbol. Drag and drop an answer choice into each empty box below. 35 7.50 1.50 < > **Third box MUST be an inequality symbol. Part B: What is the maximum number of tickets Newman can purchase? tickets

Newman had $35 to spend at the fair. • Admission to the fair was $7.50 Rides cost $1.50 per ticket. Part A: Drag and Drop the following numbers into the boxes below to create an inequality for the situation. Third box must be an inequality symbol. Drag and drop an answer choice into each empty box below. 35 7.50 1.50 < > **Third box MUST be an inequality symbol. Part B: What is the maximum number of tickets Newman can purchase? tickets

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

**Educational Activity: Understanding Inequalities and Maximum Value Calculation**

**Scenario:**
Newman had $35 to spend at the fair.
- Admission to the fair was $7.50.
- Rides cost $1.50 per ticket.

**Part A:** Create an Inequality

*Instructions:*
Drag and drop the following numbers into the boxes below to create an inequality for the situation.

*Numbers and Symbols Available:*
- 35
- 7.50
- 1.50
- <
- ≤
- >
- ≥
- =

*Note:* The third box must be an inequality symbol.

*Interactive Section:*
```
35 7.50 1.50 < ≤ > ≥ =
----------------------------------------------------------------------------

[ ] t + [ ] [ ** ] [ ]
**Third box MUST be an inequality symbol.

```

**Part B:** Calculate Maximum Tickets

*Instructions:*
What is the maximum number of tickets Newman can purchase?
```
[ ] tickets
```

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