A researcher randomly surveyed 1,477 farmers to determine the geographical region in which they farm and the types of crops that grow there. The two-way table displays the data.Suppose a farmer from this survey is chosen at random. Let M = farmer lives in the Midwest and V = farmer grows vegetables. What is the value of P(V|M)?A) 251/72B) 168/437C) 723/1477D) 251/365 The table presents data on the distribution of different types of crops across various geographical regions in the United States, namely the Northeast, Southeast, Midwest, and West. **Breakdown by Crop Type and Region:**1. **Vegetables** - Northeast: 93 - Southeast: 211 - Midwest: 251 - West: 168 - Total: 7232. **Trees** - Northeast: 115 - Southeast: 27 - Midwest: 16 - West: 53 - Total: 2113. **Citrus** - Northeast: 20 - Southeast: 209 - Midwest: 98 - West: 216 - Total: 543**Overall Total:**- Northeast: 228- Southeast: 447- Midwest: 365- West: 437- Grand Total: 1,477This table provides a comprehensive view of crop distribution, highlighting regional strengths in specific crop types. For instance, the Southeast shows a high concentration of citrus crops, while the Midwest leads in vegetable production.

Probability quantifies the chances of happening an event. The probability values always lie in the…

A researcher randomly surveyed 1,477 farmers to determine the geographical region in which they farm and the types of crops that grow there. The two-way table displays the data. Suppose a farmer from this survey is chosen at random. Let M = farmer lives in the Midwest and V = farmer grows vegetables. What is the value of P(V|M)? A) 251/72 B) 168/437 C) 723/1477 D) 251/365

A researcher randomly surveyed 1,477 farmers to determine the geographical region in which they farm and the types of crops that grow there. The two-way table displays the data. Suppose a farmer from this survey is chosen at random. Let M = farmer lives in the Midwest and V = farmer grows vegetables. What is the value of P(V|M)? A) 251/72 B) 168/437 C) 723/1477 D) 251/365

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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A researcher randomly surveyed 1,477 farmers to determine the geographical region in which they farm and the types of crops that grow there. The two-way table displays the data.

Suppose a farmer from this survey is chosen at random. Let M = farmer lives in the Midwest and V = farmer grows vegetables. What is the value of P(V|M)?

A) 251/72
B) 168/437
C) 723/1477
D) 251/365

The table presents data on the distribution of different types of crops across various geographical regions in the United States, namely the Northeast, Southeast, Midwest, and West.

**Breakdown by Crop Type and Region:**

1. **Vegetables**
- Northeast: 93
- Southeast: 211
- Midwest: 251
- West: 168
- Total: 723

2. **Trees**
- Northeast: 115
- Southeast: 27
- Midwest: 16
- West: 53
- Total: 211

3. **Citrus**
- Northeast: 20
- Southeast: 209
- Midwest: 98
- West: 216
- Total: 543

**Overall Total:**
- Northeast: 228
- Southeast: 447
- Midwest: 365
- West: 437
- Grand Total: 1,477

This table provides a comprehensive view of crop distribution, highlighting regional strengths in specific crop types. For instance, the Southeast shows a high concentration of citrus crops, while the Midwest leads in vegetable production.

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