3. DRILL:
How many biscuits can you see?
How many coco honey are there?
So ,what part of the group of
cookies are coco honey?
How many sun-reo are there?
So, what part of the group of
cookies are sun– reo?
8. MOTIVATION
How many of you go to the market with your
parents?
What do you buy from the market?
Why do you have to go to the market with
your parents?
9. PROBLEM OPENER
One Saturday morning, Albert accompanied
his mother to the market to buy ingredients
for their dish. They bought ¾ kilogram of
potatoes, 5/4 kilograms of carrots, and 1 ¾
kilograms of chicken. Albert carried the
ingredients in going home.
10. QUESTIONS:
What ingredients did Albert and his
mother buy?
What do you think is Albert’s mother going to
cook?
What kind of a boy is Albert?
Will you do the same to your mother?
Infuse the value of HELPFULNESS
14. TASK
4. Compare the numerator with its
denominator of the fraction 3/4.
5. What kind of fraction is 3/4?
6. Compare the numerator with its
denominator of the fraction 5/4.
15. TASK
7. What kind of fraction is 5/4?
8. What is 1 3/4 composed of?
9. What kind of fraction is 1 3/4?
18. Activity Two
Directions: Using regions, illustrate the fractions
used in the problem.
3/4
1. Compare the numerator with its denominator of
the fraction 3/4.
2. What kind of fraction is 3/4?
19. 5/4
3. Compare the numerator with its
denominator of the fraction 5/4.
4. What kind of fraction is 5/4?
1 3/4
5. What is 1 3/4 composed of?
6. What kind of fraction is 1 3/4?
21. Activity Three
1. In the fraction 3/4, compare the numerator
with its denominator.
2. Can you give at least 3 other examples?
3. What kind of fractions are these?
4. In the fraction 5/4, compare the numerator
with its denominator.
22. Activity Three
5. Can you give at least 3 other examples?
6. What kind of fractions are these?
7. In the fraction 1 3/4, what it is composed of ?
8. Can you give at least 3 other examples?
9. What kind of fractions are these?
24. Can you give 3 other examples of fractions whose
numerators are less than their denominators?
Introduce the term proper fraction
Can you give 3 other examples of fractions whose
numerators are greater than their denominators?
Introduce the term improper fraction
Can you give 3 other examples of fractions composed of
a whole number and a fraction?
Introduce the term mixed number
Group Activity
( Let the pupils answer Worksheet)
25. 2. Choose 3 pupil leaders to hold each sign.
3. Teacher flashes a card. Then pupils identify the fraction
by going to the correct line.
1. 6/11 2. 6 8/10 3. 1 2/7 4. 15/60 5. 9/8 6.27/15 7. 7/1
8. 3/8 9. 9 5/8 10 4/5
Game 2
1. Using the digits 2, 8,5,
A. Make at least 3 proper fractions
B. Make at least 3 improper fractions
C. Make at least 3 mixed numbers
2. Paste your answer on the board
27. A meat vendor sells 5 1/2
kilograms of meat to Maricris,
7/2 kilograms to Glesy, and 3/4
kilogram to Jim. Which fraction
is improper? Proper? Mixed
number?
31. Directions: Read each item very carefully. Then answer the
questions that follow.
1. Which set of fractions is improper?
A. 3/4, 4/5, 5/3
B. 5/4, 6/5, 7/4
C. 2 2/3, 1 3/4, 5 3/4
2. Using the digits, 2, 6, 5, what proper fraction can you form?
A. 2/6
B. 6/5
C. 5/2
32. 3. Using the digits, 2, 6, 5, what improper fraction can you
form?
A. 2/6
B. 5/2
C. 5/6
4. Using the digits, 2, 6, 5, what mixed number can you form?
A. 6/5
B. 2 5/6
C. 2 4/6
33. 5. Which fraction best illustrates the figure below?
A. 4/3
B. 3 1/3
C. 2/3
37. Assignment:
Directions: Write P if the given is a proper fraction, I if it
is an improper fraction, and M if it is a mixed number.
1. 6¼ 2. 2½ 3. 7/5
4. 4/5 5. 9/8
