'Verbal model' diaporamas de présentation

Translating Words to Mathese

Translating Words to Mathese. Algebra 1. MATHESE (the language of math). Write all the terms that imply these operations. Addition Subtraction Multiplication Division. Is there a difference?.

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EXAMPLE 3

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CH I: Connections to Algebra

CH I: Connections to Algebra. 1.1) Variables in Algebra 1.2) Exponents and Powers 1.3) Order of Operations 1.4) Equations and Inequalities 1.5) Translating Words into Mathematical Symbols 1.6) A Problem Solving Plan Using Models 1.7) Tables and Graphs 1.8) An Introduction to Functions.

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Writing Equations for Word Problems

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6.2 Problem solving using inequalities

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Proportions

Proportions. Vocabulary. A proportion is an equation stating that two ratios are equal. Examples: or The cross products of a proportion are equal. or. Example #1 Determine if the ratios and form a proportion. If two ratios are proportional, then their cross products will be equal.

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2.1 Using Problem Solving Strategies and Models

2.1 Using Problem Solving Strategies and Models. Math Midterm: March 11. Vocabulary. Verbal Model Writing an equation in words before you write it in mathematical symbols. . Example 1:.

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Slope-Intercept Form of an Equation

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Solving Equations Algebraically

Solving Equations Algebraically. A verbal model explains the steps needed to solve the equation. In your mind you should always think the verbal model. FBS = from both sides. Example #1: 5x + 8 = 8x + 2. -5x -5x 8 = 3x + 2 -2 -2 6 = 3x 3 3 2 = x.

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Algebra 1 Section 1.5 Translate verbal phrases to expressions

Algebra 1 Section 1.5 Translate verbal phrases to expressions. Key Words Addition: sum, plus, more than, increased by Subtraction: difference, less than, decreased by Multiplication: product, times, of Division: quotient, divided by, into Equal sign: is. Translate to an expression.

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