I only need help with "D" and "E" never seen a problem with this type of ending. Thank you!! ### Probability Concepts: Mutually Exclusive and Independent Events#### Question d: Are the events Freshman and Live on Campus mutually exclusive? Why? Choose a number below.1. Yes, since P(Freshman | Live On Campus) = P(Freshman)2. Yes, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ 03. No, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ 04. Yes, since you can be a freshman that lives on campus5. No, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ P(Freshman) * P(Live On Campus) = 0.09186. Yes, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ P(Freshman) * P(Live On Campus) = 0.0918#### Question e: Are the events Freshman and Live on Campus independent? Why? Choose a number below.1. Yes, since the P(Freshman | Live On Campus) = P(Freshman)2. Yes, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ 03. No, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ 04. Yes, since you can be a freshman that lives on campus5. No, since P(Freshman ∩ Live On Campus) = 0.0361 ≠ P(Freshman) * P(Live On Campus) = 0.09186. Yes, since P(Freshman ∩ Live On Campus) = 0.0361 = P(Freshman) * P(Live On Campus) = 0.0918### Explanation of Concepts- **Mutually Exclusive Events:** Two events are mutually exclusive if they cannot occur simultaneously. In probability terms, if P(A ∩ B) = 0, events A and B are mutually exclusive.- **Independent Events:** Two events are independent if the occurrence of one event does not affect the probability of the other. Mathematically, two events A and B are independent if P(A ∩ B) = P(A) * P(B). The questions above prompt students ### Living on or Off Campus and Level in College Chart| | Freshman | Sophomore | Junior | Senior | Total ||--------------------------|----------|-----------|--------|--------|--------|| **Live On Campus** | 739 | 4584 | 1372 | 2771 | 9466 || **Live Off Campus** | 3321 | 2099 | 4285 | 1296 | 11001 || **Total** | 4060 | 6683 | 5657 | 4067 | 20467 |#### ExplanationThis table shows the distribution of students living on and off campus across different academic levels: Freshman, Sophomore, Junior, and Senior. The totals at the bottom represent the sum of students in each column.#### Probability QuestionsThe following table represents undergraduate students at a local university. One student is chosen at random. Give your answer as a decimal rounded to the ten thousandths (4 places).a. The probability that the student lives off campus **or** is a junior is: [Space for Answer]b. The probability that the student lives on campus **and** is a senior is: [Space for Answer]

Name: I only need help with "D" and "E" never seen a problem with this type
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Description: I only need help with "D" and "E" never seen a problem with this type of ending. Thank you!! ### Probability Concepts: Mutually Exclusive and Independent Events#### Question d: Are the events Freshman and Live on Campus mutually exclusive? Why? Choos

d. P(Freshman∩Live On Campus) =73920467 P(Freshman∩Live On Campus) =0.0361 3. No, since…

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Statistics

d. Are the events Freshman and Live on Campus mutually exclusive? Why? Choose a number below 1. Yes, since the P(Freshman Live On Campus) = P(Freshman) 2. Yes, since P(Freshman N Live On Campus) = 0.0361 * 0 3. No, since P(Freshman N Live On Campus) = 0.0361 * 0 %3D %3D %3D 4. Yes, since you can be a freshman that lives on campus 5. No, since P(Freshman N Live On Campus) = 0.0361 * P(Freshman)*P(Live On %3D Campus) = 0.0918 %3D 6. Yes, since P(Freshman N Live On Campus) = 0.0361 * P(Freshman)*P(Live On Campus) = 0.0918 %3D e. Are the events Freshman and Live on Campus independent? Why? Choose a number below 1. Yes, since the P(Freshman | Live On Campus) = P(Freshman) 2. Yes, since P(Freshman Live On Campus) = 0.0361 * 0 3. No, since P(Freshman Live On Campus) = 0.0361 + 0 4. Yes, since you can be a freshman that lives on campus 5. No, since P(Freshman Live On Campus) = 0.0361 + P(Freshman)*P(Live On Campus) = 0.0918 6. Yes, since P(Freshman Live On Campus) = 0.0361 P(Freshman)"P(Live On Campus) = 0.0918 %3D

d. Are the events Freshman and Live on Campus mutually exclusive? Why? Choose a number below 1. Yes, since the P(Freshman Live On Campus) = P(Freshman) 2. Yes, since P(Freshman N Live On Campus) = 0.0361 * 0 3. No, since P(Freshman N Live On Campus) = 0.0361 * 0 %3D %3D %3D 4. Yes, since you can be a freshman that lives on campus 5. No, since P(Freshman N Live On Campus) = 0.0361 * P(Freshman)P(Live On %3D Campus) = 0.0918 %3D 6. Yes, since P(Freshman N Live On Campus) = 0.0361 P(Freshman)P(Live On Campus) = 0.0918 %3D e. Are the events Freshman and Live on Campus independent? Why? Choose a number below 1. Yes, since the P(Freshman | Live On Campus) = P(Freshman) 2. Yes, since P(Freshman Live On Campus) = 0.0361 0 3. No, since P(Freshman Live On Campus) = 0.0361 + 0 4. Yes, since you can be a freshman that lives on campus 5. No, since P(Freshman Live On Campus) = 0.0361 + P(Freshman)*P(Live On Campus) = 0.0918 6. Yes, since P(Freshman Live On Campus) = 0.0361 P(Freshman)"P(Live On Campus) = 0.0918 %3D

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

Percentage

A percentage is a number indicated as a fraction of 100. It is a dimensionless number often expressed using the symbol %.

Algebraic Expressions

In mathematics, an algebraic expression consists of constant(s), variable(s), and mathematical operators. It is made up of terms.

Numbers

Numbers are some measures used for counting. They can be compared one with another to know its position in the number line and determine which one is greater or lesser than the other.

Subtraction

Before we begin to understand the subtraction of algebraic expressions, we need to list out a few things that form the basis of algebra.

Addition

Before we begin to understand the addition of algebraic expressions, we need to list out a few things that form the basis of algebra.

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I only need help with "D" and "E" never seen a problem with this type of ending. Thank you!!

### Living on or Off Campus and Level in College Chart

| | Freshman | Sophomore | Junior | Senior | Total |
|--------------------------|----------|-----------|--------|--------|--------|
| **Live On Campus** | 739 | 4584 | 1372 | 2771 | 9466 |
| **Live Off Campus** | 3321 | 2099 | 4285 | 1296 | 11001 |
| **Total** | 4060 | 6683 | 5657 | 4067 | 20467 |

#### Explanation

This table shows the distribution of students living on and off campus across different academic levels: Freshman, Sophomore, Junior, and Senior. The totals at the bottom represent the sum of students in each column.

#### Probability Questions

The following table represents undergraduate students at a local university. One student is chosen at random. Give your answer as a decimal rounded to the ten thousandths (4 places).

a. The probability that the student lives off campus **or** is a junior is: [Space for Answer]

b. The probability that the student lives on campus **and** is a senior is: [Space for Answer]

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