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Published byBodil Gregersen Modified over 5 years ago
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Objective - To combine like terms to simplify expressions.
Lesson 1.5 Combining Like Items 1:5 Combining Like Terms Objective - To combine like terms to simplify expressions. Term - a product or quotient involving numbers and/or variables. Terms are separated in expressions by addition or subtraction. Examples of terms: -3x 5 y -ab Algebra I by James Wenk © 2003 published by TEACHINGpoint as part of the Expert Systems for Teachers Series Algebra 1 by James Wenk © 2003 published by TEACHINGpoint
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Numerical terms - numerals. All rational numerical
terms can be combined. Examples: Variable terms - Terms with variables and coefficients. Only like variable terms can be combined. Examples: 3x y m Coefficient - The numeral in a variable term usually preceding the variable. Examples: 3x y m 1 Algebra I by James Wenk © 2003 published by TEACHINGpoint as part of the Expert Systems for Teachers Series
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Like terms - variable terms that differ only in their coefficients.
Unlike Terms 7x x 7x y 5y y 5y 10xy yx 2a ab Algebra I by James Wenk © 2003 published by TEACHINGpoint as part of the Expert Systems for Teachers Series
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Simplify by combining like terms.
1) 7x - 4y + 2x - y 6) x + 3y - 17x 9x - 5y -21x + 3y + 10 2) 3m + 10n - 4m + 1 7) 6r - 2.3s - -9r - 3.5s -m + 10n + 1 15r - 5.8s 3) 7x + 3y 8) 7x + 3y 1 2 p - 5q 6 4) 6x - (5x) + 2x + (-3) 9) m - - m - 27 3x - 3 -13m - 11 5) 4k - (2j) - 6k - j 10) 8e + 3f + (-5e) - -5f -2k - 3j 3e + 8f Algebra I by James Wenk © 2003 published by TEACHINGpoint as part of the Expert Systems for Teachers Series
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Irrational numbers can’t be combined with rational numbers.
Irrational Terms Irrational numbers can’t be combined with rational numbers. Like terms Unlike terms Algebra I by James Wenk © 2003 published by TEACHINGpoint as part of the Expert Systems for Teachers Series
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Simplify by combining like terms.
1) 6) 2) 7) 3) 8) 4) 9) 5) 10) Algebra I by James Wenk © 2003 published by TEACHINGpoint as part of the Expert Systems for Teachers Series
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