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β Page πππ Essential Question: How do you solve equations that contain fractions & decimals
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π π Solving Equations With Fractions π π π+π= π π πβπ π π π+π= π π πβπ
β Solving Equations With Fractions π π π+π= π π πβπ π π π+π= π π πβπ π Step 1: FIND THE LOWEST COMMON DENOMINATOR Step 2: MULTIPLY ALL TERMS BY THE LOWEST COMMON DENOMINATOR π π π π β π π π+π = π π πβπ π π β Step 3: CANCEL ALL FRACTIONS βπ βπ Step 4: MULTIPLY ππ +ππ =ππ βππ Continueβ¦β¦β¦β¦.ο
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π =βππ ππ+ππ=ππβπ + βππ βππ ππ+ππ = βπ + βππ βππ ππ = βππ β
Step 5β¦β¦.stuff you know how to do: ππ+ππ=ππβπ + βππ βππ ππ+ππ = βπ + βππ βππ ππ = βππ π =βππ
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π π Solving Equations With Fractions π π π+π= π π πβπ π π π+π= π π πβπ
β Solving Equations With Fractions π π π+π= π π πβπ π π π+π= π π πβπ π Step 1: FIND THE LOWEST COMMON DENOMINATOR Step 2: MULTIPLY ALL TERMS BY THE LOWEST COMMON DENOMINATOR π π π β π π π+π = π π πβπ π π β Step 3: CANCEL ALL FRACTIONS βπ βπ Step 4: MULTIPLY ππ +ππ =ππ βπ Continueβ¦β¦β¦β¦.ο
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π = ππ ππ+ππ=ππβππ + βππ βππ βππ+ππ = βππ + βππ βππ βππ = βππ βπ βπ β
Step 5β¦β¦.stuff you know how to do: ππ+ππ=ππβππ + βππ βππ βππ+ππ = βππ + βππ βππ βππ = βππ βπ βπ π = ππ
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π π Solving Equations With Fractions π π πβπ= π π πβπ π π πβπ= π π π+π
β Solving Equations With Fractions π π πβπ= π π πβπ π π πβπ= π π π+π π Step 1: FIND THE LOWEST COMMON DENOMINATOR Step 2: MULTIPLY ALL TERMS BY THE LOWEST COMMON DENOMINATOR π π π β π π πβπ = π π π+π π π β Step 3: CANCEL ALL FRACTIONS βπ βπ Step 4: MULTIPLY ππ βππ =ππ +ππ Continueβ¦β¦β¦β¦.ο
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π =βππ ππβππ=ππ+ππ + βππ βππ βππβππ = ππ + +ππ +ππ βππ = ππ βπ βπ β
Step 5β¦β¦.stuff you know how to do: ππβππ=ππ+ππ + βππ βππ βππβππ = ππ + +ππ +ππ βππ = ππ βπ βπ π =βππ
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ππ ππ Solving Equations With Fractions π π π+π=β π π π+ π π
β Solving Equations With Fractions π π π+π=β π π π+ π π π π π+π=β π π π+ π π ππ Step 1: FIND THE LOWEST COMMON DENOMINATOR Step 2: MULTIPLY ALL TERMS BY THE LOWEST COMMON DENOMINATOR ππ Step 3: CANCEL ALL FRACTIONS π π π ππ π β π π π+π = β π π π+ π π ππ π β β ππ π βππ πππ +ππ =βππ + π Step 4: MULTIPLY Continueβ¦β¦β¦β¦.ο
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π = π ππ πππ+ππ=βππ+π + +ππ +ππ πππ+ππ = π + βππ βππ πππ = π ππ ππ ββ
Step 5β¦β¦.stuff you know how to do: πππ+ππ=βππ+π + +ππ ππ πππ+ππ = π + βππ βππ πππ = π ππ ππ π = π ππ
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