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The product of a number and -0.9 is greater than 27.-0.9x >27. Sometimes there may be more than one math operation on each side. Is. will always be an equal sign!! x < x is less than. x > x is greater than. x < x is less than or equal to. x > x is greater than or equal to. II. Graphing on a number line:
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[DOCX File]Relationship Games - Pearson Assessments
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: one-half, two times, three times, four times, twice, double, triple, more than, less than, equal, one-third, one-fourth. Begin by having a discussion about the vocabulary. The point to be made is that relationships can be written 2 ways.
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[DOC File]Solving Inequalities
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> Greater than < Less than ≤ Less than or equal to ≥ Greater than or equal to Solving Inequalities. Done the same way you solve equations. Exception: when you . multiply. or . divide. both sides of an inequality by a . negative. number, you must . change. the direction of the inequality symbol. Example: Solving Inequalities Using Addition ...
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[DOCX File]Renee' Yates 2 Math - Home
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Title: Greater Than, Less Than, Equal To in Range up to 10 (with pictures, symbols, objects, numerals) Grade: K. Formative Assessment Lesson. Problem Solving Formative Assessment Lesson. Designed and revised by the Kentucky Department of Education. Field-tested by Kentucky Mathematics Leadership Network Teachers
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[DOC File]Name:________________
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≥ - At least, no less than, greater than . or equal to. ‹ - Is. less than. › - Is . greater than. 3) When solving equations, combine. like terms. that are on the . same side of the equal sign. (EXPONENTS NEVER CHANGE IN . ADDITION AND SUBTRACTION). Example - 2x + 3 + 3x - 1 = 12 . 4) When solving equations, if there are variables on both ...
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[DOC File]Solving Two-Step Equations
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A mathematical sentence that contains the symbols < (less than), > (greater than), (less than or equal to), or (greater than or equal to) between two expressions is called an inequality. For example, the statement that the speed limit is 45mph can be shown by the sentence s45, which implies you can go 45 miles per hour or slower.
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[DOC File]Unit 2: One Variable Equations and Inequalities
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6. f. One third of a number is greater than or equal to nine. Write an inequality. Then solve. 7) Four times a number is greater than –48. 8) One eighth of a number is less than or equal to 3. 9) Negative twelve times a number is no more than 84. 10) Negative one sixth of a number is less than –9.
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[DOC File]Solving and Graphing Inequalities
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For 3x – 5 = 16, the only solution is x = 7. When we have an inequality to solve (greater than, less than, greater than or equal to, or less than or equal to) we have a range of numbers that can be a solution. In that range there is an infinite amount of possible numbers that make the inequality true. Example: x > 3 We know 4 is greater than 3.
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[DOCX File]Grade 6: Unit 5: Equations and Inequalities
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When one expression has a different value than a related expression, an inequality provides a way to show that relationship between the expressions: the value of one expression is greater than (or greater than or equal to) the value of the other expression instead of being equal.
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[DOC File]Pre-Algrebra/Algebra – Equations and Unknowns
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The number is less than .06. The number is greater than .07. The number is less than 0.7 but greater than .06. None of the above. Which number goes in the box to make this statement true? 60 x (= .006.1 .01 .001 .0001 Which of these equations completes the number line? 1, 5, 13, 29, ___, 125. 2x + 2. 2x – …
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Less than greater than equations