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Section 1.1 Variables and Expressions
Algebra Concepts Section 1.1 Variables and Expressions
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Cartoon of the day!
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Candy bars cost 75 cents. How many candy bars can you buy for $3.00? How many candy bars can you buy for $9.00?
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3.00/.75 = 4 candy bars 9.00/.75 = 12 candy bars 3.00/.75 is a numerical expression When the price of a candy bar is unknown, a variable can be used.
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Any letter can be used for a variable
Let’s use p for the price of a candy bar. 3.00/p would represent how many candy bars we could buy with $3.00. 3.00/p is an algebraic expression
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What’s the difference between a numerical expression and an algebraic expression?
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A numerical expression has only numbers while an algebraic expression includes a variable.
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Writing an algebraic expression
Key words that translate into a plus sign (+): Total More than Increased by
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Key words that translate into a minus (-) sign:
difference fewer than less than decreased by
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Keys words that translate into a multiplication ×, ∙ or ( )( ) symbol.
product times
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Key words that translate into a division ÷ or − symbol.
quotient divided by
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Write an algebraic expression for
‘Two times a number increased by 5’
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2n +5 is the algebraic expression.
Any letter can be used
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Watch order in algebraic expressions with a subtraction symbol
Order is important!!!!!!! Write an algebraic expression for: ‘10 less than a number’
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The answer is n − 10 ‘A number decreased by 10’ would also be n − 10 What would the order be for ’10 fewer than a number’?
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