Steps for Solving Fraction and Percent Problems
Adding
Fractions and Mixed Numbers
Step
1: Change the fractions to equivalent
fractions with like denominators.
Step
2: Add.
Step
3: Simplify if the numbers in the new
fraction share a common factor.
Subtracting
Fractions
Step
1: Change the fractions to equivalent
fractions with like denominators.
Step
2: Subtract.
Step
3: Simplify if the numbers in the new
fraction share a common factor.
Subtracting
Mixed Numbers
Step
1: Change the fractions to equivalent
fractions with like denominators.
Step
2: If the top fraction is smaller than
the bottom, change to mixed numbers and subtract. If not, simply subtract the fractions you
have.
Step
3: Simplify if the numbers in the new
fraction share a common factor.
Multiplying
Fractions
Step
1: Multiply the numerators.
Step 2: Multiply the denominators.
Step 3: Simplify if the numbers in the new fraction
share a common factor.
Multiplying
Mixed Numbers
Step
1: Change the mixed numbers into
improper fractions.
Step 2: Multiply the numerators.
Step
3: Multiply the denominators.
Step 4: Simplify if the numbers in the new fraction
share a common factor.
Dividing
Fractions
Step
1: Change the operation to
multiplication and flip the 2nd fraction upside down.
Step
2: Multiply the numerators.
Step
3: Multiply the denominators.
Step 4: Simplify if the numbers in the new fraction
share a common factor.
Multiplying
Mixed Numbers
Step
1: Change the mixed numbers into
improper fractions.
Step 2: Change the operation to multiplication and
flip the 2nd fraction upside down.
Step 3: Multiply the numerators.
Step 4: Multiply the denominators.
Step 5: Simplify if the numbers in the new fraction
share a common factor.
Finding a
Percent of a Number
Step
1: Change the percent to a decimal.
Step
2: Multiply.
Finding a
Fraction of a Whole Number
Step
1: Change the whole number to a
fraction. E.g., 4 = 4/1
Step
2: Multiply the fraction by the whole
number.
That helped a lot! Thanks!!!
ReplyDeleteThank you som much! That helped alot! That is much better!
ReplyDeletesorry actually "so"...
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