# How Likely Is It That The Number Will Be 1

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## the probility of an event is a number 0 to

Ask: the probility of an event is a number 0 to 1.which tells how likely the event is to happen

I don’t know why this has happened, but I probably deserve it

## WHAT I KNOW_______ 1. The branch of mathematics concerning numerical

_______ 1. The branch of mathematics concerning numerical descriptions of how likely

an event is to occur or how likely it is that a proposition is true?

________2. The ratio of the number of outcomes favourable for the event to the total

number of possible outcomes is termed as probability.​

1. Probability

2. Theoretical Probability

## How do you multiply mixed numbers like 4 3/5 x

Ask: How do you multiply mixed numbers like 4 3/5 x 2 1/2?

11 [tex]frac{1}{2}[/tex]

Step-by-step explanation:

Convert first the fractions into improper fraction

Then multiply numerators to numerators and denominator to denominator.

And get the simplest form

Step-by-step explanation:

• Here are the steps for multiplying mixed numbers.
• Change each number to an improper fraction.
• Simplify if possible.
• Multiply the numerators and then the denominators.
• Put answer in lowest terms.

Check to be sure the answer makes sense.

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## The Venn diagram above shows the number of students surveyed

Ask: The Venn diagram above shows the number of students surveyed for their subject preference. 1. How many students were surveyed? 2. What is the total number of students who likes English? 3. What is the total number of students who likes Science? 4. How many students like Math, Science and English at the same time? 5. How many students doesn’t like any of the subject? 6. How many students like English or Math? 7. How many students like Science or English?​

Step-by-step explanation:

## DIRECTION: Answer the questions based on the Venn diagram below.

Ask: DIRECTION: Answer the questions based on the Venn diagram below. Type ONLY THE NUMBER. Captionless Image How many students only like boxing? * 1 point How many students only like skiing? * 1 point How many students do not like skiing? * 1 point How many students like skiing? * 1 point How many students do not like boxing? * 1 point How many students do not like either skiing or boxing? * 1 point How many students like skiing or boxing? * 1 point How many students like boxing? 1 point How many students like both skiing and boxing? * 1 point How many students do not like​

1. 4
2. 11
3. 4
4. 0
5. 0
6. 18
7. 13

Step-by-step explanation:

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## 10. Tosing a number cube labelled 1 to 6, how

Ask: 10. Tosing a number cube labelled 1 to 6, how likely an event that what will come out is a number greater than 5?
A. likely to happen
B. unlikely to happen
C . equally likely
D. Impossible to happen​

B. unlikely to happen

Step-by-step explanation:

Correct me if I wrong

## 1. How many like basketball?2. How many like volleyball?3. How

2. How many like volleyball?
3. How many more persons prefer to play basketball than sepak takraw?
4. What is the total number of persons like to play baseball and pingpong?​

1.1/19

2.3/20

4.2/10

Step-by-step explanation:

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## 1.How many children like pineapples?2. Find the number of children

1.How many children like pineapples?
2. Find the number of children who likes pineapple only
3. How many children hike Chicos?
4. How many children like both Chicos and Guava?
5. How many children like any of the three fruit ?​

1. 24

2. 10

3. 15

4. 5

5. 11

Step-by-step explanation:

I’m not sure

## Based from the data presented in the pie graph, answer

Ask: Based from the data presented in the pie graph, answer the following questions
correctly.

1. Which event was chosen by most of the athletes?
2. Which event got the lowest number of votes from the athletes?
3. How many athletes like track and field?
4. How many athletes like volleyball and football?
5. What events make up 1 / 2of the circle?
6. What is the combined number of athletes who like basketball and swimming?
7. How many athletes like gymnastics, football and swimming?
8. How much greater is the number of athletes who like football than those who like
volleyball?​

1.bastketball

2.swimming

3.18%

4.volleyball 20% football 22%

2.gymnastics

3.18%

4.20% and 22%

## If the numbers in math (like for example the fractions)

Ask: If the numbers in math (like for example the fractions) is infinite,
how come that 1 exist or the whole numbers exists?