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Fraction
Fraction
Fraction
Fraction
Fraction
Fraction
Fraction
Fraction
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Fraction

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  • 1. Learning OutcomesMultiply mixed numbers with a whole number.Divide fractions with :a whole number.a fractionDivide mixed numbers with :a whole number.a fraction.
  • 2. Multiply mixed numbers with a whole number. Example 1 : 1 x 50 Convert to Step 1 : improper 3 x 50 fraction 2 Step 2 : Multiply the 3 3x50 numerator by x 50 the whole 2 2 number Carry out the division Step 3 : 150 150 ÷2 2 Answer = 75 Cancellation Alternative : method 25 x 50 = 75
  • 3. Example 2: 1 x 100 Convert to improper Step 1 : fraction x 100 Step 2 : Multiply the numerator by x 100 the whole number Carry out the division Step 3 : ? ÷4 Answer = ?
  • 4. Divide fractions with : a whole number and a fraction Example 1 : Find the quotient ÷ 5 Change the ÷ to x Inverse the divisor 5 5= Step 1 : 1 5 ÷ 3 1 Multiply numerator Step 2 : by numerator, 1 1 1 denominator by x = 3 5 15 denominator Example 2 : Find the quotients ÷ ÷ Change the ÷ to x Inverse the divisor Step 1 : 1 2 ÷ 3 9 Step 2 : 1 9 3 Carry out the plan x = by cancellation 3 2 2 method 1 = 12
  • 5. Example 3 : Find the quotient ÷ 6Change the ÷ to x Inverse the divisor Step 1 : ÷ Step 2 : x = = Answer in the simplest formExample 4 : Find the quotient ÷ ÷Change the ÷ to x Inverse the divisor Step 1 : ÷ Step 2 : x =
  • 6. Divide mixed numbers with : a whole number and a fraction Convert into improper fraction Example 1 : Find the quotient 2 ÷5 Change the ÷ to x Inverse the divisor 5 5= Step 1 : 9 5 ÷ 4 1 Multiply numerator Step 2 : by numerator, 9 1 9 denominator by x = 4 5 20 denominator Example 2 : Find the quotients ÷ 4 ÷ Convert into improper fraction Change the ÷ to x Inverse the divisor Step 1 : 40 8 ÷ 9 9 Step 2 : 5 Carry out the plan 40 9 by cancellation x 9 8 method =5
  • 7. Example 3 : Find the quotient 2 ÷ 6Change the ÷ to x Inverse the divisor Step 1 : ÷ 7 Step 2 : 1 x = Example 4 : Find the quotients 2 ÷ ÷Change the ÷ to x Inverse the divisor Step 1 : ÷ 7 Step 2 : 1 x =
  • 8. Solve problems involving multiplication and division. Example : Material Quantity Price Yellow beads 1 RM5 per packet 2 packets 2 1 Mina buys 2 packets of yellow beads. Calculate the total cost of the beads. 2 STEP 1: 1 2 × RM5 2 Understand the problem and underline the key words Convert mixed number intoSTEP 2 : improper fractions 5 x RM5 2STEP 3: RM 25 = RM12.50 2

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