### Problem 10: Hiring for Cashier Positions at Costco**Problem Statement:**There are 6 women and 5 men interviewing for 4 cashier positions at Costco. Answer the following questions:---**A) In how many ways can the positions be filled?****Set Up:** ______________**Answer:** ______________---**B) In how many ways can the positions be filled if all women are hired?****Set Up:** ______________**Answer:** ______________---**C) In how many ways can the positions be filled if 2 men and 2 women are hired?****Set Up:** ______________**Answer:** ______________---**D) In how many ways can the positions be filled if at least 1 man is hired?****Set Up:** ______________**Answer:** ______________---**Explanation of Diagrams or Graphs:**This problem does not contain any diagrams or graphs. The questions are purely combinatorial and involve determining the different combinations of filling 4 positions from a given pool of candidates (6 women and 5 men).

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Description: ### Problem 10: Hiring for Cashier Positions at Costco**Problem Statement:**There are 6 women and 5 men interviewing for 4 cashier positions at Costco. Answer the following questions:---**A) In how many ways can the positions be filled?****Set Up:**

Answered: Image /qna-images/answer/a1470fcd-128b-400c-bdeb-8bd2cd5868f1.jpg

Answered: 10. There are 6 women and 5 men…

Math

Probability

10. There are 6 women and 5 men interviewing for 4 cashier positions at Costco.

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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### Problem 10: Hiring for Cashier Positions at Costco

**Problem Statement:**
There are 6 women and 5 men interviewing for 4 cashier positions at Costco. Answer the following questions:

---

**A) In how many ways can the positions be filled?**

**Set Up:** ______________

**Answer:** ______________

---

**B) In how many ways can the positions be filled if all women are hired?**

**Set Up:** ______________

**Answer:** ______________

---

**C) In how many ways can the positions be filled if 2 men and 2 women are hired?**

**Set Up:** ______________

**Answer:** ______________

---

**D) In how many ways can the positions be filled if at least 1 man is hired?**

**Set Up:** ______________

**Answer:** ______________

---

**Explanation of Diagrams or Graphs:**

This problem does not contain any diagrams or graphs. The questions are purely combinatorial and involve determining the different combinations of filling 4 positions from a given pool of candidates (6 women and 5 men).

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