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Adding and subtracting rational expressions: To add or subtract rational expressions use the addition property: Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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If the expressions have the same (common) denominator, add or subtract the numerators, keep the same denominator, and simplify the result. Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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Do the operations and simplify the result: Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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=1 Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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=9 Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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To add or subtract fractions with different denominators find the least common denominator (LCD), change each fraction so that it has that denominator then add or subtract Simply stated, the LCD is the least number (expression) that all denominators will divide into evenly. Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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To find the LCD factor each denominator write the different factors give each factor the highest power to which it occurs multiply the results Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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Find the LCD for y²-16 and y²-8y+16 Factor each write each factor give each highest exponent multiply results (y+4)(y-4) and (y-4) ² (y+4)(y-4) (y+4)(y-4) ² Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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Add : LCD = change each fraction to LCD add/subtract simplify Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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Add : LCD = change each fraction to LCD add/subtract simplify Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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Add : LCD = change each fraction to LCD add/subtract simplify (Top isn’t factorable) Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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If the denominators have opposite factors, then change one of them using the 3 signs of a fraction rule. Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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1) 2) 3) 4) Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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(x+3) (x-2) (x+3) (x-5) (x-5) (x-2) Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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(y – 2) (y+2) -(y-2)(y+2)

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(x-1) (x-1)(x+1) (x+1)(x+1) LCM: (x-1)(x+1)(x+1) Taken from http://podcasts.shelbyed.k12.al.us/sclemons/files/2011/05/add-subtraction-rationals.ppt#1

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Simplify the top and bottom: Use “tortilla method”

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5.5 Add and Subtract Rational Expressions p. 336 What must be true before you can add or subtract complex fractions? What are two methods to simplify a.

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