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Algebraic Expressions

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Explains Algebraic Expressions and different ways to show multiplication

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Algebra Lesson 1 : Algebra Lesson 1 Variables & Expressions

Algebra : Algebra Algebra is a language of symbols. The symbols can include numbers, letters, characters, and operation signs.

Variables : Variables Variables are symbols used in algebra to represent a number. For example: If we are looking at finding the cost of gift wrapping and the way we find it is by adding the Length and the Width and multiplying by 5 cents we can represent this by (L + W) X 5 In this example the L & W are variables The L represents the Length, and the W represents the Width

Expressions : Expressions An algebraic expression is a combination of variables, numbers, and at least one operation. For example: (L + W) X 5

Evaluating an Expression : Evaluating an Expression Variables in an expression can be replaced with any number. When the variables have been replaced you can evaluate (find the value of) the expression. For example: (L + W) X 5; Let L = 10 and W = 4 (10 + 4) X 5 14 X 5 70

Bonus Slide (Representing Multiplication) : Bonus Slide (Representing Multiplication) Multiplication can be represented in algebra in several different ways It can be represented in the traditional way 3 X m or 3 * m It can be represented by a dot 3 • m It can be represented by parentheses 3(m) It can be represented by a number and a variable or two variables right next to one another 3m mn (which means m X n)

Example : Example Evaluate 3m + 2 • 4 if m = 12 3 X 12 + 2 • 4 36 + 2 • 4 36 + 8 44

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