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Section 5.7 & 5.8 Solving Equations with Fractions
Algebra Concepts Section 5.7 & 5.8 Solving Equations with Fractions
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Warm-up Solve the following equations for x. #1 π₯β6=β2 #2 3π₯=20
#1 π₯β6=β2 #2 3π₯=20 #3 π₯β β4 =7 #4 π₯ 4 =12
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Now βitβs time to solve equations with fractions.
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Try solving these. #1 π₯β 1 3 = 1 5 #2 5=π+ 1 2 # π‘= 5 6 *Recall dividing by a fraction is multiplying by the reciprocal #4 πβ β 2 3 =8
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Reciprocals
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Do NOT mix up reciprocals and opposites!
Reciprocals-flip Opposites-change the sign β 2 3
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Try these. #1 1 3 π= 3 4 *Recall dividing by a fraction is
multiplying by the reciprocal # π₯= 6 5 # π= 9 11
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Mixed numbers are not welcome in equations!
Improper fractions are welcome and encouraged!
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Getting mixed numbers changed to improper fractions!
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Mixed MAD Improper
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Try these! # #2 β1 1 3 # #4 β1 1 8
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In equations, check for mixed numbers.
Change all mixed numbers!!!!!
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Recall! You do NOT need a common denominator to multiply fractions. Just multiply across! Whole numbers can be written as a fraction. The denominator is 1.
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Try these. #1 π₯ =4 1 2 # =π₯β 4 5 # π₯= # π₯=12
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Homework #35 pg. 260 #11-21 odd, 37-39 pg. 264 #6-33 multiples of 3, 58-60
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