2. Nadia will make only half a batch of dog biscuita no nhe will only need half of ench ingredient. How much flour ahould Nadia use?

Algebra and Trigonometry (6th Edition)
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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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**Dog Biscuit Recipe**

| **Quantity**    | **Ingredient**  |
|-----------------|-----------------|
| 3/4 cup         | broth           |
| 1/3 cup         | margarine       |
| 1/2 cup         | powdered milk   |
| 1/2 teaspoon    | salt            |
| 1               | egg             |
| 3 cups          | flour           |

This table outlines the ingredients necessary for making homemade dog biscuits. It lists the precise measurements needed for each component, which include broth, margarine, powdered milk, salt, egg, and flour.
Transcribed Image Text:**Dog Biscuit Recipe** | **Quantity** | **Ingredient** | |-----------------|-----------------| | 3/4 cup | broth | | 1/3 cup | margarine | | 1/2 cup | powdered milk | | 1/2 teaspoon | salt | | 1 | egg | | 3 cups | flour | This table outlines the ingredients necessary for making homemade dog biscuits. It lists the precise measurements needed for each component, which include broth, margarine, powdered milk, salt, egg, and flour.
**Problem:**

Nadia will make only half a batch of dog biscuits, so she will only need half of each ingredient. How much flour should Nadia use?

**Answer:**

1/2

---

This question is a simple mathematical fraction problem that requires halving the amount of an ingredient. If more context or specific ingredient amounts were given, further detailed explanation or calculations would be provided.
Transcribed Image Text:**Problem:** Nadia will make only half a batch of dog biscuits, so she will only need half of each ingredient. How much flour should Nadia use? **Answer:** 1/2 --- This question is a simple mathematical fraction problem that requires halving the amount of an ingredient. If more context or specific ingredient amounts were given, further detailed explanation or calculations would be provided.
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