Rational numbers and irrational numbers
[DOCX File]DRAFT UNIT PLAN - Maryland
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Compare rational numbers with irrational numbers. List three different ways rational numbers are present within the Science curriculum. Provide a magazine or newspaper to each group and have them find rational numbers present within the article.
[DOCX File]Mathematics Instructional Plan - Grade 7
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A few examples of irrational numbers are: When we put the irrational numbers together with the rational numbers, we finally have the complete set of REAL NUMBERS. Any number that represents an amount of something, such as a weight, a volume, or the distance between two points, will always be a real number. The IMAGINARY NUMBERS were defined in ...
Difference Between Rational and Irrational Numbers (with Compari…
REAL NUMBERS: A rational or irrational number. Every point on a number line is a real number. RATIONAL NUMBERS: The set of numbers that includes terminating decimals, Repeating decimals, fractions, and integers. All rational numbers can be written as a fraction. Ex: (-3, 1.75, , , 4.25, 0)
[DOCX File]North St. Paul-Maplewood Oakdale / Overview
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A rational number is a number that can be written as p/q, where p and q are integers. Example 2.2. The following numbers are all rational: 2, 0, -1, 2/3, 100/102, 234.45, -4.123423523, etc. As the name implies, irrational numbers will the numbers that are not rational: Definition 2.4. [2]
[DOC File]REAL NUMBERS: A rational or irrational number
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1.5 is rational because it can be written as as is 6 and 0.23 . All integers are rational. An irrational number will be a decimal which goes on forever (non-terminating) without ever repeating. The main examples of irrational numbers are surds (see later) and multiples of and π. We can express irrational numbers in terms of π and surds
[DOC File]Irrational Numbers
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Natural Numbers, Whole Numbers, Integers, Rational and Irrational Numbers, Real Numbers, and Imaginary Numbers Author: WCSD Last modified by: WCSD Created Date: 7/18/2008 6:55:00 PM Other titles: Natural Numbers, Whole Numbers, Integers, Rational and Irrational Numbers, Real Numbers, and Imaginary Numbers
[DOC File]Rational and Irrational Numbers - SINE OF MADNESS
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Learning Target #1: I can identify rational and irrational numbers. (7. 1.1.1) Learning Target #2: I recognize that every rational number can be written as a terminating or repeating decimal. (7. 1.1.1) Classify each number below as either rational or irrational. If you believe your number is rational, prove your answer by writing it as a fraction.
[DOC File]Rational and Irrational Numbers
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Show one way where two of the same numbers are used, and a way where two different numbers are used. HINT: Use the square root rule √10 x √2 = √20. Question 7. Show a way where a rational number x irrational number = Irrational number. HINT: use . π. Question 8. Show 2 different Irrational numbers ( a and b) where is a Rational number.
[DOC File]Natural Numbers, Whole Numbers, Integers, Rational and ...
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This unit builds on prior experience with rational numbers, particularly decimals and fractions. They are used to help students understand the difference between numbers that are rational and numbers that are irrational, and to estimate the values of irrational numbers and their positions on a number line compared to the values and positions of rational numbers.
[DOC File]Finding Irrational Numbers on the Number Line
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Counting numbers is a subset of whole numbers, integers, rational numbers and real numbers. EXERCISE 1: Given the set of numbers {17, , 3, 0, , -49, 0.056725431… , , -8.23, , 2.333…, } List the numbers in the set that are: a) integers b) counting numbers c) rational numbers d) irrational numbers e) real numbers
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