This document discusses converting between improper fractions and mixed numbers. It provides examples of identifying improper fractions, proper fractions, and mixed numbers. It also gives steps for changing between improper fractions and mixed numbers by multiplying the whole number by the denominator and adding the numerator. There are examples of solving word problems involving fractions and converting fractional amounts between mixed and improper forms.

1. Changing improper fractions to
mixed forms and vice versa.

2. • 9 ÷ 5 =
• 12 ÷ 5 =
• 14 ÷ 4 =
• 10 ÷ 3 =

3. Identify improper, proper fractions
and mixed forms
3 ½, 9/4, 5/4, 2 ½
3/4, 10/6, 3/2, 1 ¼

4. What fractions name the shaded
parts?

5. Aling Mimi sew the gown which
her daughter wore during the Flores
de Mayo. Aling Mimi used 5/2 metres
of cloth.

6. Changing 1 ¾ to an improper
fraction through illustrations.

7. 1. What is the fraction name for 1?
2. How many fourths do we have in all?
3. What is the improper fractions for 1 ¾?
4. What processes are you going to use?
5. How can we change mixed number to
improper fraction without the illustration?
a) Multiply the denominator by the whole
number part.
b) Add the product to the numerator
c) Copy the denominator.
Example: 3 = (4X1) + 3 = 7
4 4 4

8. Change the following to mixed form.
• 10/7
• 11/9
• 12/11
• 7/3
• 15/12
• 13/6
• 24/7
• 31/6
• 20/6
• 44/8

9. Solve the problem:
• Lily has 2 3/5 buko pies. How
many fifths of buko pies does
she have?

10. • To change an improper fraction to a mixed
number, divide the numerator by the
denominator. The quotient becomes the
whole number part, the remainder becomes
the numerator and the divisor becomes the
denominator of the fraction.
• To change a mixed fraction to an improper
fraction, multiply the whole number by the
denominator, add the product to the
numerator then write the sum over the4
given denominator.

11. Application: Read and solve the problem.
• Rex has 8/3 liters of gasoline. What
is the mixed form of 8/3?
• Regina bought 2 ¾ meters of linen
for a tablecloth. Change 2 ¾ into an
improper fraction.

12. Evaluation: Change each mixed
number to improper fraction.
• 13 ½
• 7 ¾
• 4 ½
• 8 ½
• 9 ¾

13. Assignment: Find the missing number
• 2 1/3 = n/3
• 13 2/7 = n/7
• 5 ½ = n/2
• 7 2/3 = n/3
• 9 4/5 = n/5