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Q1:a rational number is a number and a fraction
Q2: an irrational number cannot  be a fraction and has no repeating  numbers
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Q.1 a rational number can be written as a fraction
Q.2 an irrational number never repeats

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Q 1 A rational number is A number Written as a comparison

Q 2  Irrational Number can  identify because Irrational CANNOT be a Fraction

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Q1:a rational number
Q2:theres no pattern

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a rational number is a ratio that can be written as a fraction

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Q1: A rational number is a number repeating.
Q2: Because there is not a pattern.

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Q1:A rational number is a number that you can write as a fraction
Q2:You can identify a irrational number because it 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/or a ratio.

Q2: you can identify an irrational number because there is no repeating pattern.

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A rational number is a number that can be  rewritten as a fraction.

An irrational number is a decimal that keeps going in random digits or a square root that isn't a perfect square.

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Q1:A rational number is a number that can be written as a ratio. (:

Q2: You can identify an irrational number,its not written as a fraction.

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A rational Number is a number that can be written as a fraction. You can identify a irational number  by looking at a decimal

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Q1:a rational # is a fraction,ratio,or a decimal

Q2: a irrational # can not be a fraction

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Q1: a rational number is a comparison of two integers, expressed as  a fraction
Q2:an irrational number is is the opposite

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1.a rational number is a number that can be written as a fraction
2.you can identify a irrational number cause its short and it stops

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A1: Rational number it can be written as ratio.
A2:You identify a irrational number by how the number repeats the same numbers.

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a rational number that can be written as a fraction
you can identify it if it is a `fraction

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a rational number is a fraction or ratio

you can identify a irrational number if the numbers keep reapeating

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Q1:  A rational number is a fraction, ratio, and a number that  repeats itself.
Q2:  An irrational number can not be a fraction  and has no repeating numbers/ patterns.

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Q1;  A Rational number is a number that's in a pattern repeating .

Q2; You can tell right away that it's an irrational number because it's not in a pattern

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a number that can be written as a fraction.

I  can identify irrational numbers because they cannot be written as  a fraction

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#1: A rational number is a fraction or a repeating decimal
#2: You can identify it because it's not a repeating decimal

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A1: A rational number is a number that can be written as a fraction.

A:If the number is irrational it is not a fraction or the number isn't repeating.

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Q1. A rational number is a number that can  be written as a comparison of two integers.
Q2. The numbers don't repeat or it keep on going.

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Q1- A rational number is a number that can be seen in a math pattern for example 1000 can be divided by 10 100 and 1's they are seen as multiplication patterns

Q2- A number that you cant divide like (im just gonna hit the keyboard with my forehead) 98265363920483 makes no sense and cant be divide with a number thats 1-10 and thus cant be seen as a pattern

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Q1: A rational number is a fraction, ratio,  or two integers that have a repeated pattern
Q2: I can identify an irrational if there is no repeated pattern

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Q1: a rational number  is a number that can be written as a ratio

Q2: you can identify an irrational number because it can not be written as 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?