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Q:1 A decimal or a fraction
Q:2 U look at the numbers and check if they r repeating or not

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Q1 A rational number is a number that can be turned into a fraction

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1# A rational number is a pattern of the same numbers.   2# If it is not on a pattern._.

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Q2 An irrational number that cannot be writtan as a fraction

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Q1: a comparison of two numbers, expressed as a fraction
Q2: an irrational number cant be put into a fraction

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Q1. It can be turned into a fraction. it has repeating numbers like .333...

Q2. It cannot be turned into a fraction. And has no repeats. like .2

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Q:1 A number you make a fraction in seconds
Q:2  If you cant make it into a fraction

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Q 1:  A fraction
Q 2:  A irrational number can not be written as a fraction.

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A rational # is when a number can be simplified into a fraction.It is also reapeating number/

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Q1:a rational that can be written as a fraction

Q2:a irrational number cannot be put in decimal

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A rational number that can be turned into a fraction

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Q1: A rational number can be written as a fraction.
Q2: An irrational number cannot be written as a

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Q1:  A rational number can be turned into a fraction
Q2: An irrational number is a number that cant be turned into a fraction

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Q1.  rational is a fraction of a decimal.
Q2. irrational is a decimal that can not be turn into a fraction

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Q1-  a number that can be made into a fraction.
Q2- a number that can not be made into a fraction.

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Q1 A rational number

Q2 If you can turn it into a fraction

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Q1: A rational number can be written as a decimal that can turn into a fraction
Q2: You can identify an irrational number by seeing if it can turn into a fraction.

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Q1: A rational # is when a number can be simplified, turned into a fraction, and is a repeating number/decimal
Q2: To identify an irrational #, the # cannot be turned into a proper #, a fraction, or a decimal

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A rational number has a fraction
A irrational number has no fractions

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Q1: A decimal that repeats
Q2: If the number doesn't repeat is an irrational number

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Q1:  A rational number can be written as a Fraction.
Q2: An irrational number cannot be written as a fraction.

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Q1: A rational number is a number that can be written as a fraction and it has a repeating decimal
Q2: A irrational number cannot be put into a fraction and it is not a repeating decimal

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Q1- A rational number is a fraction

Q2-A number that can't be made in to a fraction

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Q:1 a rational number
Q:2 What the numer looks like

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Q1. A rational number is a n umber that can be turned  into a fraction
Q2. A number that CANNOT turned into a fraction

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Q1: A rational number is a number that can be turned to a fraction
Q2: A  number that can not be turned to a fraction
(⌐■_■)

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Q1 A rational number is a number that can repeating decimal  that turns to a fraction.

Q2 You can identify by not being a decimal

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a rational number is number that can be turned into a fraction.

an irrational number is a number that cannot be turned into a fraction. So, if a number cant be a fraction, its irrational.

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Q1:A repeating decimal, or a decimal that can turn into a fraction.
Q2: A decimal that can not be turned into a fraction

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1. Double-click anywhere on the chalkboard
2. Write your full name as the title
3. In the section that says "write something", answer the following questions:

Q1: Describe what a rational number is IN YOUR OWN WORDS.

Q2:  How can you identify an irrational number?