Department of Education

Region III
Division of San Jose Del Monte City
DULONG BAYAN ELEMENTARY SCHOOL
Dulong Bayan,City of San Jose Del Monte, Bulacan

TABLE OF SPECIFICATION
Third Quarter Examination
MATHEMATICS VI

No. of No. COGNITIVE PROCESS DIMENSION

Learning Days of 60% 30% 10% Total
Competencies Taught Items Number of
Items
Rem Und Appl. Ana Eval. Cre.
. . .
I – Visualizes ,describes
and identify
the different solid
figures: cube, prism,
11 13 4 2 2 3 1 1 1 - 13
pyramid, cylinder,
cone,
and sphere .using
figures
II – Formulates the rules
in
finding the nth term
using different
9 10 2 2 2 2 1 1 14 - 23
strategies
(looking for a pattern,
guessing and
checking,
working backwards)
IV- Gives the translation
of real life verbal
expressions and
equations into 8 9 2 2 1 1 1 1 24 -32
letters or symbols
and vice versa.

V- Calculates speeds,
distance and time. 6 7 2 2 1 1 1 33 – 39
VI- Visualizes and
describes
surface area and
names 5 6 2 1 1 1 1 40 - 45
the unit of measure
used
for measuring the
surface area of
solid/space figures.
VII -Creates routine and
Non-routine problems
involving numerical
expressions and 5 5 2 1 1 1 46 - 50
equation, .distance
and surface area

TOTAL 45 50 12 10 8 9 4 7

Prepared:
CARMINA Y VALENZUELA
Teacher II
Checked:
FRANCIS T TABUZO
Principal I
 Department of Education
Region III
Division of San Jose Del Monte City
DULONG BAYAN ELEMENTARY SCHOOL
Dulong Bayan,City of San Jose Del Monte, Bulacan

Third Periodical Test

Mathematics VI
Name : ___________________________________ Date : ___________ Score : _________
Section : __________________________________ Teacher : ________________________

Directions : Read each item carefully. Choose the best answer. Write the letter of the correct answer
on the space provided for.

______1. A geometric figure with two circular bases that are congruent and parallel.
a. Rectangular prism c. cylinder
b. Cone d. sphere
______2. This geometric figure has two pentagonal bases and five rectangular lateral faces
a. Pentagonal prism c. rectangular pyramid
b. Triangular prism c. octagonal prism
______3. It has a curved surface of point that are all of the same distance from the center.
a. Cone b. circle c. sphere d. cylinder
______4. A geometric figure with 8 vertices and 6 faces.
a. Pyramid b. cylinder c. rhombus d. rectangular prism
______5. A polyhedron whose base is a polygon and whose lateral faces are triangle.
a. Square pyramid c. triangular pyramid
b. Rectangular pyramid d. pentagonal pyramid

______6. How many square do you see ?

a. 7 c. 10
b. 8 d. 11
______7. The area of a parallelogram is 36 dm 2. If the base measures 9 dm, what is its height?
a. 45 dm b. 4 dm c. 27 dm d. 324 dm
______8. What kind of polygon is a five-pointed star?
a. decagon b. quadrilateral c. pentagon d. heptagon
______9. Which polygon is congruent to the polygon at the right?

a. b. c. d.

b
______10. a What kind of triangle is ABC ?
c
a. acute c. isosceles
b. obtuse d. scalene
______11. How many triangles are there in this figure

a. 12 c. 14
b. 13 d. 17

______12. A cube has many nets

a. 8 c. 12
b. 6 d. 4

_____13. How man nets is shown in the figure a. 3 b. 4 c. 6 d. 5

______14. The number sequence 6, 13, 20, 27, 35, 42 and 49 has an interval of
a. 9 b. 6 c. 5 d. 7
______15. The sum of the sequence in number 14 is
a. 182 b. 193 c. 162 d. 192
______16. Complete the pattern in 7,12, 22 ______,57, 82 ______.
a. 27, 97 b. 37, 112 c. 25, 94 d. 35, 97
______17. What is the nth rule in the series -------2, 5, 8, 11, 14?
a. n - 1 b. 2n – 1 c. 3n – 1 d. 4n - 1

______18. Write rule for finding the nth tem -- 10, 15, 20, 25,30………..
a. 5n-5 b. 2n +5 c.5n + 5 d. n + 5
______19. What is the sum of the first 10 odd numbers less than 25?
a. 100 b. 105 c. 120 d. 110
______20. What is the sum of the even two-digit numbers from 10 to 50?
a. 600 b. 530 c. 500 d. 630
______21. What is the nth rule in the series ----- 3, 6, 9, 12
a. n + 3 b. 3n c. n – 3 d. 2n + 3
______22. Given the sequence 8, 5, 2, -1,…., at what nth tem will the number become -25?
a. 10th term b. 12th term c. 16th term d. 11th term .
______23. Ulysis gets a starting salary of P13.000.00 a month and increase of P500.00
annually. What will be her salary during the fifth year?
a. P14,500.00 b. P15,000.00 c. P16,000.00 d. P16,500.00
______24. A number increased by 4 is
a. 2x + 4 b. x + 4 c. 2a + 4 d. x >4
______25. The sum of a number and eight divided by 6 is
a. 8x b. x + 8 c 2x + 8 d. 4 (b + 82 )
6 6 6 6
______26. The product of x and 3 is
a. 3 + x b. 3x c. 2x + 3 d. 3/x
______27. In the algebraic expression 4x + 3y + 2z, which are the variables?
a. 4x + 3y + 2z b.4x, 3y, 2z c.4, 3, 2 d. x, y, z
______28. A mathematical phrase that uses variable, numerals and operation symbols
a. Algebraic expression c. variables
b. Algebraic equation d. exponential notation

______29. Any letter or symbol that represents a number is called _____.

a. Constant c. algebraic expression
b. Variable d. exponent
______30. To translate an algebraic equation: the sum of a number and five is twelve.
a. 2a + 5 = 12 c. 5a = 12
b. A + 5 = 12 d. none of the above
______31. To translate into an algebraic equation, twice a number decreased by six is equal to 16.
a. 2b + 6 = 16 c. 2a – 6 = 16
b. 6 – 2a = 16 d. 6 + 2b = 16
______32. Aling Maring, when asked about her age, replies, “I am six years older than twice the age
of my youngest child” .Express her age in algebraic equation if her age is 60.
a. 2x + 6 = 60 c. 6 - 2x = 60
b. 2a > 6 = 60 d, 2a < 6 = 60

______33. It measures the distance traveled in a given period of time and it sometimes referred to as
the ratio of distance and time.
a. Rate b. velocity c. speed d. time
______34. Roy drives an average of 45mph on a journey of 135 miles. How does the journey take?
The problem asked for.
a. The number of hours the journey takes
b. The distance traveled
c. The average speed of the journey
d. How exciting the journey is.

For nos. 35-36 Daniel and Lance leave at the same time. Daniel has 180 kilometers to travel
and drives 80 km/h. Lance has 200 kilometers to travel and also drives at 80 km/h.
______35. How long does Daniel’s journey?
a. 25 km b. 35 km c. 2.5 km d. 1.75 km
______36. How much longer does Lance spend driving than Daniel,
a. 25 km b. 5/12 km c. 1/5 km d. ¾ km
______37. The bus travels 450 km in 9 hours. What is the speed of the bus?
a. 50 km/hr b. 60 km/hr c.. 70 km/hr d. 80 km/hr
______38.Dennis drove his car at an average speed of 80km per hour for a total distance of 440km.
How long did he travel to cover this distance?
a. 0.18 hr b. 0.5 hr c. 5.5 hour d. 10 hr
______39.The distance of the school from your house is 240 meters. It takes 80 minutes by walking
to reach the school. What is your average speed?
a. 2 m/min b. 3 m/min c 4 m/min d. 6 m/min
______40. The area and the surface area of a certain objects is always expressed in ____.
a. Square feet c. square units
b. cubic centimeter d. cubic units
______41 Find the area of a square whose side is 7 centimeter.
a. 14 cm2 b. 28 cm2 c. 49 cm2 d. 32 cm2
______42 What is the surface area of a rectangular prism whose width is 4 cm, a length of 6 cm
and its thickness which is equal to 2 cm.?
a. 44 cm2 b. 64 cm2 c. 34 cm2 d. 88cm2
______43, Suppose you want to produce basketballs with 4.89 decimeter radius, What is the
least amount of rubber you would need if you want to produce 20 basketballs? What
is the diameter of the basketball?
a. 9.78 cm b. 4.89 cm c. 9 cm d. 8 cm
______44. About how much metal was used to make a tuna can if has diameter of 12 cm and a
height of 5 cm. What is its radius?
a. 12 cm b. 6 cm c. 18 cm d. 9 cm
_______45.The length of the rectangle is 52 cm and its perimeter is 200 cm. Wat is area of the
rectangle?
a. 2450 cm2 b. 2496 cm2 c.2406 cm2 d.2436 cm2
N0s 46- 50 Arrange the of the letter of the following statement to make a problem.
______46.
a. Jason is wrapping a present. c. with a length of 18 inches, a width 10
inches and a height of 4 inches
b. The box he is using is a rectangular
prism d. Find how many square inches of paper is he
needs to wrap the entire box.

a. a, b, d and c
c. a, b, c and d
b. a, c, b and d d. b, a , d and c

a. Jacob drives for 3 hours at 60 km/h. c. How far would Jacob travel if he drove

_______47.

b. Joseph drives 260 kilometers in 4 hours. d. for 3 hours in at the same speed as Joseph ?

a. a, b, c and d c. a, d, c and b
b. a, c, d and c d. a, b, d and c

_______48. a. A certain music box has the c. Is 15 centimeter long.

shape of a cube.
d. What is the surface area of the container ?
b. Each side of the music box

a. b, d and c c. a, b, c and d
 a. a, c, b and d d. b, a , d and c

_______49. a. Romar is twice as old as Mavic. c. Romar and Mavic ages will result to Jaypee’s age.

b. Write an algebraic equation showing that twice the sum of d. Jaypee is 2 years older than Romar.

a. a. b, d and
c c. a, d, c and b
b. a, c, b and d d. b, a , d and c

_______ 50. a. An owner jeep traveling at an average speed of

c. how far are the two towns?
70 km/hr

b. If it arrived in another town at 6:00 pm., d. left the town at 2:00 pm.

a. a, b, d and c c. a, d, c and b
b. a, c, d and c d. a, d, b and c

An honest zero is better than a stolen one hundred,

An honest seventy five is much better than a stolen one hundred,
An honest one hundred with nothing stolen is the BEST.

HONESTY IS THE BEST POLICY!

GOOD LUCK…!

T. Mina
 Key to Correction

1. C 16. B 31. A 46. C

2. A 17. C. 32. A 47. A
3. C 18. B 33. A 48. C
4. D 19. A 34. A 49. A
5. C 20. A 35. C 50. D
6. D 21. B 36. B
7. B 22. B 37. A
8. C 23. B 38. C
9. B 24. B 39. C
10. B 25. B 40. C
11. D 26. B 41. C
12. A 27. D 42. C
13. D 28. B 43. A
14. D 29. B 44. B
15. D 30. D 45. B

Prepared by :

T. Mina