I'm terrible at Venn diagrams. I think I'm on the right track but not sure ## Problem 1: Dogs at the ASPCA**Situation:** 73 dogs are at the ASPCA awaiting adoption. Of these, 22 are Labradors, 42 are black dogs, and 12 are black Labradors.### a) Draw a Venn diagram to illustrate the situation.- A Venn diagram is provided with three intersecting circles labeled for the total dogs, Labradors, black dogs, and black Labradors. ### b) How many dogs are not black?- **Answer:** 31### c) How many dogs are not Labradors?- **Answer:** 51### d) How many dogs are not black Labradors?- **Answer:** 18### e) How many Labradors that are not black?- **Answer:** 10**Notes:** - The notes next to the diagram state: - 10 Labradors are not black. - 30 are black dogs. - 31 dogs are not black Labradors. - 12 are black Labradors.---## Problem 2: Cars in a Parking Lot**Situation:** 275 cars are in a parking lot. Of these, 120 are blue, 91 are SUVs, and 200 have Colorado license plates. There are 52 blue SUVs, 62 are blue with Colorado license plates, and 41 SUVs have Colorado license plates. There are 12 blue SUVs with Colorado license plates.### a) Draw a Venn diagram to illustrate the situation.- A rectangular space is provided for drawing a Venn diagram, with circles expected to represent blue cars, SUVs, and cars with Colorado license plates.### b) How many cars are neither blue nor an SUV nor has a CO plate?- Circle the answer in the final solution area.### c) How many have CO plates and are not blue?- Answer in the final solution area.### d) How many are blue, but not an SUV?- **Answer:** 39 SUVs as written in the notes.**Notes:**- Next to the diagram, it's stated that you should fill in with the categories and intersections of blue cars, SUVs, and those with Colorado plates once calculations are complete.

Name: I'm terrible at Venn diagrams. I think I'm on the right track but not
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Description: I'm terrible at Venn diagrams. I think I'm on the right track but not sure ## Problem 1: Dogs at the ASPCA**Situation:** 73 dogs are at the ASPCA awaiting adoption. Of these, 22 are Labradors, 42 are black dogs, and 12 are black Labradors.### a) Dra

Note: Hi! Thanks for posting the question. Since there are more than three sub-part questions, we will answer first three sub-part questions for you, as per our guidelines. If you want any specific sub-part question to be answered, please re-post the question and mention the sub-part number in the question, for which you need answer.a) Venn Diagram:b) To find how many dogs are not black: Total number of dogs = 73 Number of black dogs = 42 Number of not black dogs = Total number of dogs - Number of black dogs = 73 - 42 = 31 Therefore, 31 dogs are not black.c) To find how many dogs are not Labradors: Total number of dogs = 73 Number of Labradors= 42 Number of not Labradors= Total number of dogs - Number of Labradors = 73 - 22 = 51 Therefore, 51 dogs are not Labradors.

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1. 73 dogs are at the ASPCA awaiting adoption. Of them, 22 are Labradors, 42 are black dogs, and 12 are black Labradors. a) Draw a Venn diagram to illustrate the situation. b) How many dogs are not black? 81 c) How many dogs are not Labradors?

1. 73 dogs are at the ASPCA awaiting adoption. Of them, 22 are Labradors, 42 are black dogs, and 12 are black Labradors. a) Draw a Venn diagram to illustrate the situation. b) How many dogs are not black? 81 c) How many dogs are not Labradors?

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Concept explainers

Permutations and Combinations

If there are 5 dishes, they can be relished in any order at a time. In permutation, it should be in a particular order. In combination, the order does not matter. Take 3 letters a, b, and c. The possible ways of pairing any two letters are ab, bc, ac, ba, cb and ca. It is in a particular order. So, this can be called the permutation of a, b, and c. But if the order does not matter then ab is the same as ba. Similarly, bc is the same as cb and ac is the same as ca. Here the list has ab, bc, and ac alone. This can be called the combination of a, b, and c.

Counting Theory

The fundamental counting principle is a rule that is used to count the total number of possible outcomes in a given situation.

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Question

I'm terrible at Venn diagrams. I think I'm on the right track but not sure

## Problem 1: Dogs at the ASPCA

**Situation:**
73 dogs are at the ASPCA awaiting adoption. Of these, 22 are Labradors, 42 are black dogs, and 12 are black Labradors.

### a) Draw a Venn diagram to illustrate the situation.

- A Venn diagram is provided with three intersecting circles labeled for the total dogs, Labradors, black dogs, and black Labradors.

### b) How many dogs are not black?

- **Answer:** 31

### c) How many dogs are not Labradors?

- **Answer:** 51

### d) How many dogs are not black Labradors?

- **Answer:** 18

### e) How many Labradors that are not black?

- **Answer:** 10

**Notes:**
- The notes next to the diagram state:
- 10 Labradors are not black.
- 30 are black dogs.
- 31 dogs are not black Labradors.
- 12 are black Labradors.

---

## Problem 2: Cars in a Parking Lot

**Situation:**
275 cars are in a parking lot. Of these, 120 are blue, 91 are SUVs, and 200 have Colorado license plates. There are 52 blue SUVs, 62 are blue with Colorado license plates, and 41 SUVs have Colorado license plates. There are 12 blue SUVs with Colorado license plates.

### a) Draw a Venn diagram to illustrate the situation.

- A rectangular space is provided for drawing a Venn diagram, with circles expected to represent blue cars, SUVs, and cars with Colorado license plates.

### b) How many cars are neither blue nor an SUV nor has a CO plate?

- Circle the answer in the final solution area.

### c) How many have CO plates and are not blue?

- Answer in the final solution area.

### d) How many are blue, but not an SUV?

- **Answer:** 39 SUVs as written in the notes.

**Notes:**
- Next to the diagram, it's stated that you should fill in with the categories and intersections of blue cars, SUVs, and those with Colorado plates once calculations are complete.

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