In the context of a game, this is the value that cannot be represented by a probability.

The which of the following are ways to express the same probability? check all that apply. is a question that asks which value cannot represent the probability of an event occurring. The answer to this question is that none of these values can represent the probability of an event occurring.

This Video Should Help:

If you’re like most people, you probably find probability puzzles to be both fascinating and challenging. But what do the answers to these puzzles tell us about reality? In this blog post, I’ll explore some of the surprising implications of probabilistic thinking, and show you how it can help us understand some of life’s greatest mysteries. So whether you’re a math geek looking for a new challenge or just curious about the world around you, I hope you’ll stick around!

## Introduction

In probability theory, the complement of an event is the subset of outcomes in the sample space that are not part of the event. The complement of an event A is typically denoted as Ac or A’.

For example, if we have a spinner with the numbers 1, 2 and 3 on it, and we spin it once, then the possible outcomes are {1,2,3}. If we want to know the probability of spinning any number less than 3, then we can calculate it as follows:

P(A) = P(spinning a 1 or a 2) = 1/3 + 1/3 = 2/3.

The complement of this event would be spinning a 3, so P(A’) = P(spinning a 3) = 1 – 2/3 = 1/3.

## What is the complement of an event?

The complement of an event is the set of all outcomes that are not in the event. For example, if the event is “spinning an even number,” then the complement of that event would be “spinning an odd number.”

## What is the probability of an event that is impossible?

The probability of an event that is impossible is 0. This means that the likelihood of it happening is zero.

## What is the probability of an event that is certain?

The probability of an event that is certain is 1. This means that the probability of the complement of the event (i.e. the event not happening) is 0.

## What is the probability of the complement of an event?

The complement of an event is the probability that the event will not occur. For example, if the probability of an event occurring is 0.5, then the probability of it not occurring (its complement) is 0.5.

## How to calculate the probability of the complement of an event?

The complement of an event is the probability that the event will not happen. To calculate the probability of the complement of an event, you need to know the probability of the event happening and subtract it from 1. For example, if the probability of an event happening is 0.5, then the probability of it not happening would be 1 – 0.5 = 0.5.

## Conclusion

The probability of an event that is impossible is 0, and the probability of an event that is certain is 1. The probability of the complement of spinning an even number by using the spinner below is . If the probability of an event is , then the probability of its complement must be .

The “which value cannot represent the probability of an event occurring 1 100 0.29 85% 3 2” is a question that can be asked, but the answer is not known.

## Frequently Asked Questions

### Which value Cannot represent the probability of an event?

A **probability** is always **larger** or **equal** to 0, less than or **equal** to 1, and never more than 1. Because of this, only A and C above may be used to express **probability**. – 1.001 is **larger** than 1 and 0.00001 is less than 0. Was this response useful?

### What Cannot represent a probability?

An event’s **probability ranges** from 0 to 1. Therefore, 1.5 cannot be a **probability**.

### What values can represent the probability of an event?

2. -1.5, since there can never be a **probability** value of 0. To **choose** a **number** between 1 and 100, a random **number** **generator is utilized**. How likely is it that you will **choose** the **number** 165?

### Which Cannot be the probability of a chance event?

When an **occurrence** in a **random experiment** has a probability of P(E)=0, it is referred to be an **impossible event**.

### Can 33.3 be a probability?

**Identify the numbers** that cannot be used to **describe the likelihood** of an **occurrence**. Pick every case that fits: Because probability values cannot be **larger** than 1, the percentage is 33.3%. Since probability values cannot be less than 0, because they must be **larger** than 0.

### Can 1.5 be a probability?

**Option** (B) -1.5 is a **negative number**, hence it cannot **represent the likelihood** of an **occurrence**.

### Can 0.7 be a probability?

the **probability** is always in the **range** between 0 and 1.

### Which of the following Cannot represent probability 3?

**Answer**: 3/2 is the **correct answer**.

### Which number Cannot represent a probability 7?

Which **number** is not **capable of expressing** **probability**? **Explanation**: Because **probability** can never be larger than 1, this is true. Was this response useful?

### Can 0.1 be a probability of an event?

A probability of 0.1 indicates that there is a 1 in 10 **chance** that an **event will occur**, or a 10% **possibility**. We could be informed by weather experts that there is a 70% **likelihood of rain**.

### Can zero represent the probability of an event?

A **chance** of zero [P(E) = 0] means that an **event** will never **happen** (an impossible **event**). When an **event** has a **probability** of one [P(E) = 1], it must take place (a certain **event**). A **probability** of 0.5 [P(E) = 0.5] **event** is sometimes referred to as an even or fifty-fifty **chance** **event**.

### Is 0 a valid probability?

the **range** 0 to 1 An event’s **likelihood** cannot be less than 0. This is because 0 cannot exist (sure that something will not happen). The **likelihood** of an **event** occurring is not greater than 1. This is due to the fact that I am positive that something will occur.

### Which of these numbers Cannot be a probability *?

An **event** with a **probability** of 0 cannot **possibly occur**. If an **event** has a possibility of happening, its **probability** is between $0 and $1.

## External References-

https://quizlet.com/353999616/math-test-3-section-1-flash-cards/