1. Which lines intersect at a point?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
2. How do we call the lines that do not intersect even if they are extended
in either direction?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
3. What lines intersect and form right angles?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
4. Which describe the two opposite sides of the square?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
5. They said I am a 3-sided polygon. Oftentimes, a slice of pizza looks like
me. What am I?
A. quadrilaterals
B. rhombus
C. square
D. triangle
1. Which lines intersect at a point?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
2. How do we call the lines that do not intersect even if they are extended
in either direction?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
3. What lines intersect and form right angles?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
4. Which describe the two opposite sides of the square?
A. intersecting lines B. lines
C. parallel lines D. perpendicular lines
5. They said I am a 3-sided polygon. Oftentimes, a slice of pizza looks like
me. What am I?
A. quadrilaterals
B. rhombus
C. square
D. triangle
6. Which of the following is a four-sided polygon and have four corners?
A. circle
B. quadrilaterals
C. sphere
D. triangle
7. What kind of polygon is illustrated in this figure
A. quadrilaterals
B. rhombus C. square
D. triangle
?
8. I am less than 90⁰. What kind of angle am I?
A. acute
B. obtuse C. right
D. straight
9. What angle am I if it is already 5:00?
A. acute
B. obtuse C. right
D. straight
10. I am a triangle with 3 acute angles. What kind of a triangle am I?
A. acute
B. obtuse C. right
D. straight
6. Which of the following is a four-sided polygon and have four corners?
A. circle
B. quadrilaterals
C. sphere
D. triangle
7. What kind of polygon is illustrated in this figure
A. quadrilaterals
B. rhombus C. square
D. triangle
?
8. I am less than 90⁰. What kind of angle am I?
A. acute
B. obtuse C. right
D. straight
9. What angle am I if it is already 5:00?
A. acute
B. obtuse C. right
D. straight
10. I am a triangle with 3 acute angles. What kind of a triangle am I?
A. acute
B. obtuse C. right
D. straight
11. Which of the following triangles have no equal sides?
A. equilateral
B. isosceles
C. scalene
D. straight
12. Which of the following have two pairs of equal parallel sides and four
right angles?
A. rectangle
B. rhombus
C. square D. trapezoid
13. I have four equal sides and my opposite sides are parallel.
A. rectangle
B. rhombus C. square
D. trapezoid
14. I have four equal sides. My opposite sides are parallel and opposite
angles are equal. What am I?
A. rectangle
B. rhombus
C. square
D. trapezoid
15. How do triangle and quadrilateral differ?
A. A triangle has 3 sides while a quadrilateral has 4 sides.
B. A triangle has 4 sides while a quadrilateral has 5 sides.
C. A triangle has 4 sides while a quadrilateral has 3 sides.
D. A triangle has 4 angles whiles a quadrilateral has 5 angles.
11. Which of the following triangles have no equal sides?
A. equilateral
B. isosceles
C. scalene
D. straight
12. Which of the following have two pairs of equal parallel sides and four
right angles?
A. rectangle
B. rhombus
C. square D. trapezoid
13. I have four equal sides and my opposite sides are parallel.
A. rectangle
B. rhombus C. square
D. trapezoid
14. I have four equal sides. My opposite sides are parallel and opposite
angles are equal. What am I?
A. rectangle
B. rhombus
C. square
D. trapezoid
15. How do triangle and quadrilateral differ?
A. A triangle has 3 sides while a quadrilateral has 4 sides.
B. A triangle has 4 sides while a quadrilateral has 5 sides.
C. A triangle has 4 sides while a quadrilateral has 3 sides.
D. A triangle has 4 angles whiles a quadrilateral has 5 angles.
16. If two diagonals will be drawn inside a rectangle, how many triangles
will be formed?
A.
1
B.
2
C.
3
D.
4
17. Why is a square a rhombus?
A. It has 4 equal sides.
B. It has two pairs of parallel sides.
C. It has two pairs of parallel sides and 4 equal sides.
D. It has two pairs of parallel sides that are of equal length.
18. What property makes a square a rectangle?
A. It has 4 sides.
B. It has 4 equal sides.
C. It has 4 right angles. D. It has two pairs of parallel sides and 4 right angles.
19. Why is a trapezoid not a parallelogram?
A. It has 4 sides.
B. It has 4 right angles.
C. It has 2 pairs of parallel sides. D. It has only 1 pair of parallel sides.
16. If two diagonals will be drawn inside a rectangle, how many triangles
will be formed?
A.
1
B.
2
C.
3
D.
4
17. Why is a square a rhombus?
A. It has 4 equal sides.
B. It has two pairs of parallel sides.
C. It has two pairs of parallel sides and 4 equal sides.
D. It has two pairs of parallel sides that are of equal length.
18. What property makes a square a rectangle?
A. It has 4 sides.
B. It has 4 equal sides.
C. It has 4 right angles. D. It has two pairs of parallel sides and 4 right angles.
19. Why is a trapezoid not a parallelogram?
A. It has 4 sides.
B. It has 4 right angles.
C. It has 2 pairs of parallel sides. D. It has only 1 pair of parallel sides.
For item numbers 20-22, determine the rule of each pattern shown.
A. Add 10
B. Multiply by 2
C. Subtract by 5
D. Subtract by 7
20. 35, 28, 21, 14, 7
21. 11, 22, 44, 88, 176
22. 98, 93, 88, 83, 78
Answer: ________
Answer: ________
Answer: ________
23. What property of operations is used in the equation?
(6+12) + (5+7) = (5+7) + (6+12)
A.
Associative Property
B.
Commutative Property
C.
Distributive Property
D.
Zero Property
For item numbers 20-22, determine the rule of each pattern shown.
A. Add 10
B. Multiply by 2
C. Subtract by 5
D. Subtract by 7
20. 35, 28, 21, 14, 7
21. 11, 22, 44, 88, 176
22. 98, 93, 88, 83, 78
Answer: ________D Subtract by 7
Answer: ________B Multiply by 2
Answer: ________C Subtract by 5
23. What property of operations is used in the equation?
(6+12) + (5+7) = (5+7) + (6+12)
A.
Associative Property
B.
Commutative Property
C.
Distributive Property
D.
Zero Property
24. What are the missing number/s in the Distributive Property of
Multiplication Over Addition.
7 x (10 + 5 ) = ( ___ x 10 ) ( 7 x ___ )
A.
5
B.
7
C.
5 and 7
D.
7 and 5
25. Solve for the elapsed time in seconds.
Time started: 0:25:29
Time ended: 0:25:55
A.
25 seconds
B.
26 seconds
C.
27 seconds
D.
29 seconds
24. What are the missing number/s in the Distributive Property of
Multiplication Over Addition.
7 x (10 + 5 ) = ( ___ x 10 ) ( 7 x ___ )
A.
5
B.
7
C.
5 and 7
D.
7 and 5
25. Solve for the elapsed time in seconds.
Time started: 0:25:29
Time ended: 0:25:55
A.
25 seconds
B.
26 seconds
C.
27 seconds
D.
29 seconds
26. What is the estimated elapsed time in minutes in the given situation
below?
Time started: 9:39
Time ended: 10:23
A.
20 minutes
B.
30 minutes
C.
40 minutes
D.
50 minutes
27. The Grade 4 pupils of Mrs. Carlito took their lunch right after their
classes at 11:35
a.m. If they finished eating at 12:19 p.m., how long did they take their
lunch?
A. 34 minutes
B. 39 minutes
C. 44 minutes
D. 49 minutes
28.At 6:47 p.m., Kaloy starts answering his assignments. He finished it at 7:13
p.m. How long did he answer his assignments?
A.
26 minutes
B.
29 minutes
C.
36 minutes
D.
39 minutes
29. The length of a rectangle is 20cm and the width is 4cm. What is the
perimeter of this triangle?
A. 23cm
B. 36cm
C. 46cm
D. 56cm
30. What is the length of a triangular whose perimeter is 50cm and two
sides are 15cm each?
A. 10cm
B. 20cm
C. 30cm
D. 40cm
31. What is the measure of the side of a square table having a perimeter of
52m?
A. 12m
B. 13m
C. 14m
D. 15m
32. Jessa loves chocolates. She ate a rectangular chocolate with a length
of 13 cm and a width of 7 cm. What is the perimeter of the chocolate?
A. 30 m
B. 30 cm
C. 40 m
D. 40 cm
33. The sides of the triangular garden of Aunt Lina measures 24 m, 37 m and
49 m. What is the perimeter of the garden?
A. 109 cm
B.
110 m
C.
110 cm
D.
111 m
34. Twelve light posts are placed around a square park. There are 4 light
posts along each side of the park. If the distance between the light posts
are 10 meters, what is the distance around the park?
A.
100 m
B.
110 m
C.
120 m
D.
130 m
31. What is the measure of the side of a square table having a perimeter of
52m? P=4s
A. 12m
B. 13m
C. 14m
D. 15m
32. Jessa loves chocolates. She ate a rectangular chocolate with a length
of 13 cm and a width of 7 cm. What is the perimeter of the chocolate?
P=2L+2W
A. 30 m
B. 30 cm
C. 40 m
D. 40 cm
33. The sides of the triangular garden of Aunt Lina measures 24 m, 37 m and
49 m. What is the perimeter of the garden? P=a+b+c
A. 109 cm
B.
110 m
C.
110 cm
D.
111 m
34. Twelve light posts are placed around a square park. There are 4 light
posts along each side of the park. If the distance between the light posts
are 10 meters, what is the distance around the park?
A.
100 m
B.
110 m
C.
120 m
D.
130 m
35. A square is cut into 4 identical rectangles. What is the perimeter of
each rectangle if the perimeter of the square is 64 cm?
A.
26 cm
B.
32 cm
C.
40 cm
D.
42 cm
36. How does area differ from perimeter when it comes to dimensions?
A. Both perimeter and area have two dimensions.
B. Perimeter has two dimensions while area has no dimension.
C. Perimeter has two dimensions while area has only one dimension.
D. Perimeter has only one dimension while area has two dimensions.
37. Which of the following uses the measurement of both area and
perimeter?
A. the capacity of a box and the length of a table
B. the height of the building and the length of the door
C. the length of the stage and the width of the classroom
D. space amount of surface covered by the garden and the length of
35. A square is cut into 4 identical rectangles. What is the perimeter of
each rectangle if the perimeter of the square is 64 cm?
A.
26 cm
B.
32 cm
C.
40 cm
D.
42 cm
36. How does area differ from perimeter when it comes to dimensions?
A. Both perimeter and area have two dimensions.
B. Perimeter has two dimensions while area has no dimension.
C. Perimeter has two dimensions while area has only one dimension.
D. Perimeter has only one dimension while area has two dimensions.
37. Which of the following uses the measurement of both area and
perimeter?
A. the capacity of a box and the length of a table
B. the height of the building and the length of the door
C. the length of the stage and the width of the classroom
D. space amount of surface covered by the garden and the length of
38.How many sq. m are there in 92 000 000 sq. cm?
A. 92
B. 920
C. 9 200
D. 92 000
39. There are __________ sq. cm in 370 sq. m.
A. 3 700
B. 370 000
C. 3 700 000
D. 37 000 000
40. Lito has a broken 50 000 sq. cm sliding door. He will temporarily replace
it with
plywood. How many sq. m of plywood does he need?
A.
5
B.
50
38.How many sq. m are there in 92 000 000 sq. cm?
A. 92
B. 920
C. 9 200
D. 92 000
39. There are __________ sq. cm in 370 sq. m.
A. 3 700
B. 370 000
C. 3 700 000
D. 37 000 000
40. Lito has a broken 50 000 sq. cm sliding door. He will temporarily replace
it with plywood. How many sq. m of plywood does he need?
A.
5
B.
50
C.
500
Drill:
Find the prime factors of:
8
4
2x2x2
2x2
Find the GCF of 16 and 12 using prime
factorization:
GCF=4
Lowest term
1/2
2/4
Equal fractions
higher term
How to change higher tem to lowest term?
2 ÷ 2= 1
4 ÷2 2
Lowest term
Just find the GCF of 2 and 4 and divide it to
both numerator and denominator.
GCF=2
Lets try:
6 ÷2 = 3
8 ÷2 4
Lowest term
GCF=2
8 ÷4 2
= 3
12 ÷ 4
Lowest term
GCF=4
GROUP ACTIVITY:
Change to lowest term:
3
1. 9
5
2.
10
6
3. 15
4.
2
8