Third Periodical Test Mathematics 6-With Tos-Cheryl - 2017-2018
Third Periodical Test Mathematics 6-With Tos-Cheryl - 2017-2018
Third Periodical Test Mathematics 6-With Tos-Cheryl - 2017-2018
MATHEMATICS VI
Write the letter of the correct answer on the space provided before each number.
_____1.Which solid figure has polygonal base and its faces are triangles?
A. Triangular prism B. Cube C. Cone D. Sphere
_____2.A ____________ is a solid figure with a circular base and one vertex.
A. Cylinder B. Cone C. Square pyramid D. Sphere
_____3.Which solid figure has triangular base, 6 edges, 3 triangular faces and 1 common vertex?
A. cone C. triangular prism
B. square pyramid D. triangular pyramid
A. B. C. D.
A. cone
B. cuboid
C. cylinder
D.pyramid
A. B. C. D.
_____ 12.What kind of number pattern is used in 11, 14, 17, 20, 23…?
A. 30 B. 31 C. 32 D. 33
._____14.What is the formula in finding the 5th term in the sequence 1, 3, 7, 15?
A. n + 1 B. n + 2 C. 2n + 1 D. n2 + 1
A. 29 B. 39 C. 49 D. 59
_____ 16.What is the 71st term in the sequence 20, 24, 28, 32 . . .?
For numbers 19-22, Write the correct translation of the following algebraic expression or equation.
21. The quotient of twice a and b increased by c the result is twelve _____________________________
_____24. If twenty-eight is subtracted from the product of a number and five the result is twenty two. What is
the value of the number?
A. -10 B. 10 C. -50 D. 50
_____25.Helen is 13 years old, Helen’s father is 4 years more than twice her age. How old is her father?
A. 17 B.26 C. 30 D. 52
_____26.Edna is 155 cm tall. Lilia’s height is 10 cm less than twice Edna’s height. How tall is Lilia?
A. 280 cm B. 290 cm C.300 cm D. 310 cm
_____27.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
_____28.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
_____29.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
_____30. A. 17 ft2
B. 19 ft2
C. 21ft2
D. 27 ft2
_____31.
A. 222 cm2
B. 228 cm2
C. 264 cm2
D. 309 cm2
_____32.
A. 206.61 cm2
B. 260.16 cm2
C. 602.61cm2
D. 620.16 cm2
_____33.Mang Juan has a box of square mats each measuring 2 m by 2 m. How many mats must he use to
cover the shaded area of the rectangle completely?
A. 1 200 m2
B. 1 120 m2
C. 1 080 m2
D. 1 024 m2
_____34.You are to wrap a shoe box to make it beautiful. What unit of measure is use to find the surface area
of the shoe box?
A. cm² B.mm² C. m² D. dm²
_____35. A closed rectangular water tank 10 m by 7 m by 6 m is to be painted all over. What is the correct
formula will you use to solve the problem?
A. SA=6(lxwxh) C. SA=2lw x 2wh x2lh
B. SA=l x w x h D. SA= l+w +h
_____36. A cube whose side measures 5 cm has a surface area of 150 cm², how can you find its surface area?
A. SA= 6 C. SA=s x s
B. SA= s x s x s D. SA= 6( s x s )
_____37. What is the surface area of a rectangular prism whose length is 6 m, height is 4 m and width is 5 m?
A. 120 m² B. 130 m² C. 140 m² D. 150 m²
_____38. A milk can has a radius of 4 cm and a height of 11 cm. How much tin was used in making it?
A. 125.6 cm² B. 267.23 cm² C. 276.32 cm² D. 376.8cm²
_____39. How much gift wrapper is needed to wrap a box whose edge is 25cm?
A. 3 570 cm² B. 3 705cm² C. 3 750 cm² D. 3 755 cm²
_____40. A ball made of rubber has a radius of 15 cm. What is the area of the rubber material of which it is
made?
A. 2 268 cm² B. 2 286cm² C. 2 628 cm² D. 2 826 cm²
GODBLESS!!!
3. illustrates the different solid figures using various concrete and pictorial 3 5
models. 6
7
4. identifies the faces of a solid figure. 2 8
9
5. identifies the nets of the following space figures: cube, prism, pyramid, 2 10
cylinder, cone, and sphere using plane figures. 11
6. formulates the rule in finding the nth term using different strategies (looking 5 12
for a pattern, guessing and checking, working backwards) 13
14
15
16
7. differentiates expression from equation 2 17
18
8. gives the translation of reallife verbal expressions and equations into letters 4 19
or symbols and vice versa 20
21
22
9. defines a variable in an algebraic expression and equation 1 23
2. B 14. C 27. A
28. C
3. D 15. A
29. B
4. B 16. C
30. C
5. B 17. D
31. A
6. A 18. A 32. D
7. 19. 10 – 2n 33. D
20. 3 (n + 6) = 36 34. A
Prepared by:
CHERYL S. SIKAT
Noted by:
ELENITA L. DE LUNA
Principal 1