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[DOC File]UNIT 2: NUMBERS & OPERATIONS
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inverse operations, natural numbers, whole numbers, integers, rational numbers, number line, negative numbers, positive numbers, additive inverses, opposite numbers, absolute value, sign, zero pair, multiplicative inverse, long division, repeating decimal, terminating decimal. Tiles can be used to represent integers. Red Tile = a negative integer
positive rational numbers

[DOCX File]Mathematics Instructional Plan - Grade 7
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Teachers will provide students with the opportunity to use problem-solving strategies to apply computational skills involving positive and negative rational numbers expressed as integers, fractions, and decimals, along with the use of percents within practical situations.
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[DOC File]Lesson plan
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The teacher reviews properties of whole numbers and the leads students through building a number line with positive and negative integers and rational numbers. Students next use a number line to add and subtract rational numbers. Then students create examples of each property using rational numbers.
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[DOC File]CHAPTER 111
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(A) compare and order non-negative rational numbers; Pages 266, 294 (B) generate equivalent forms of rational numbers including whole numbers, fractions, and decimals; Examples on pages 12, 163, 187, 202, 260, 300, 301, 308-309 (C) use integers to represent real-life situations; Throughout.
example of a rational number

[DOCX File]A
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interpret sums of rational numbers in real-world situations. show that the distance between two rational numbers on the number line is the absolute value of their difference. Learning Goal 1: Describe real-world situations in which (positive and negative) rational numbers are combined, emphasizing rational numbers that combine to make 0.
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[DOC File]Grade 7 – Unit 5 – ELL Scaffold
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Ordinal numbers, transition words, embedded clauses in sentences LC: Varies by ELP level. ELP 1 ELP 2 ELP 3 ELP 4 ELP 5 Language Objectives . Describe and explain orally and in writing how to solve multi-step problems with positive and negative rational numbers in L1 and/or use gestures, examples and selected technical words.
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[DOCX File]8.2 Quick Check
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Subsets include rational numbers, irrational numbers, integers, whole numbers, and natural numbers. Classify a given number as a member of a particular subset or subsets of the real number system, and explain why. Describe each subset of the set of real numbers and include examples and non-examples.
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[DOC File]NUMBER SYSTEM
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Some numbers may fit into one or more sets. This is because the real numbers has many different subsets. See the chart below to give you a visual representation. example: Rational numbers is a subset of real Numbers. Irrational numbers is a subset of real Numbers. Integers is a subset of rational numbers and real numbers.
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[DOC File]Finding Irrational Numbers on the Number Line
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(counting numbers, whole numbers, integers, rational numbers, irrational numbers and imaginary numbers) The irrational and non-real numbers are optional, depending on the grade level. This activity should be used after students have been working with fractions/decimals and negative numbers.
positive rational numbers

Examples of negative rational numbers