General Education – Mathematics
Practice Test.
Choose the letter that corresponds to your BEST answer.
1.
Evaluate the following expression:
5 + 3 (42 +7) –
7 (2 + 32 x 8) 0
A.
0 C.
72
B.
152 D. 444
2. Evaluate
the following mathematical expression: 3+4(5+2x6)+12(2+4)+1
1 + (3 x 6) – 80/5
A.
16 C.
36
B.
24 D.
12
3. Which
among the following is NOT a prime number?
A.
31 C.
51
B.
41 D.
61
4. How
many prime numbers are there between 1 and 100?
A.
23 C.
25
B.
24 D.
26
5. What
is the largest prime number less than 100?
A.
91 C.
95
B.
93 D.
97
6. What
are the prime factors of 128?
A.
1 x 2 x 8
B.
2 x 2
x 2 x 2 x 2 x 2 x 2
C.
2 x 2 x 2 x 4 x 4
D.
D. 2 x 3 x 2 x 2 x 2 x 2 x 2 x 2
7. What
are the prime factors of 153?
A.
3 x 3
x 17
B.
3 x 3 x 7 x 9
C.
153 x 1
D.
17 x 3 x 7
8. What
are the prime factors of 273?
A.
3 x 3 x 7 x 7
B.
3 x 17 x 11
C.
3 x 6 x 9 x 11
D. 3 x 7 x 13
9. What
is the least common multiple of 24 and 80?
A.
360
B.
80
C.
240
D.
480
10. One
trip around a running track is 440 yards. One jogger can complete one lap in 8
minutes; the other can complete it in 6 minutes. How long will it take for both
joggers to arrive at their starting point together if they start at the same
time and maintain their jogging pace?
A. 12 minutes
B.
24
minutes
C.
36 minutes
D.
48 minutes
11. Josefa
is making bead necklaces. She has 90 green beads and 108 blue beads. What is
the greatest number of identical necklaces she can make if she wants to use all
of the beads?
A.
12 C.
16
B.
15 D.
18
12.
Lisa bought a big bag of candy at a
warehouse store. There are 102 pieces of candy in the bag. Lisa needs to divide
the candy up into smaller bags. She wants to put the same number of pieces in
each small bag. How many small bags could Lacey use?
A. 17
B. 18
C.19
D. 20
13.
A dish company needs to ship an order
of 117 glass bowls. The company will put the bowls into several boxes. Each box
must contain the same number of bowls. How many boxes could the company use for
the order?
A. 11
B. 12
C. 13
D.17
14.
The number, 512115273999132, is NOT
divisible by which of the following factors?
A. 2
B. 3
 4
 8
15.
When 2,000 pounds of paper are
recycled, 17 trees are saved. How many trees are saved if 5,000 pounds of paper
is recycled?
A. 41
B.
42.5
 45
 63
16.
A recipe calls for 2 eggs for every 5
cups of flour. A local chef will use 35 cups of flour, how many eggs must he
have?
A. 12
B. 13
 14
 16
17.
Five out of every seven households have
cable TV. If 42,000 households in a certain city have a TV, how many do not have
cable TV?
A. 12,000
B. 21,000
 30,000
 32,000
18.
Our school has 8 male teachers who
comprise 25% of all our teachers. How many teachers do we have?
A. 24
B. 28
 32
 40
19.
Miss Santiago's class has 20 boys and
15 girls in her English class. What percent of the students are girls?
A. 28%
B.
43%
 44%
 50%
20.
Jerome answered 80% of the 50 items
correctly in a math test. How many items did he answer correctly?
A.
40
B. 44
 45
 50
21.
A businessman had incurred the
following expenses in his trips to the Visayan islands: P 5,100.00, P 4,600.00,
P 3,800, and P 3,200.00.What was his total expense for the trip?
A. P 16,000
B.
P 16,700
 P
17,000
 P
17,500
22.
Ms. Tolenada weighed 60 kg. She lost 4
kg on her first week of exercise, gained 2 kg on her second week, lost 6 kg on
the third week and remained her weight during fourth week. What was her weight
on the 4^{th} week?
A.
52 kg
B. 58 kg
 68
kg
 72
kg
23. A group of young people from four
countries gathered together for an international conference: 40 from Manila, 60
from Japan, 35 from Thailand and 45 from Singapore. The participants will form
discussion groups with equal number of members from each country in each group.
What is the greatest number of discussion groups that can be formed?
A. 5 C. 20
B.
15 D. 25
24. During summer, a lady visits Baguio
every 6 days, and his best friend every 4 days. If they visited Baguio last
April 11, what was the earliest date did both of them visit Baguio again?
A.
April 21 C. May 5
B. April 23 D.
May 11
25. A recipe calls for ¾ cup of
sugar. How much sugar should be used if
only ½ of the quantities given in the recipe is to be prepared?
A.
3__ C.
__1___
4 2
B.
2__ D
__3____
3
8
26. In a bundle of new 100 bills, the
bills are consecutively numbered RTC3432260 to RTC3432280. How much is the total amount of bills?
A. 3200 C.
3400
B.
3300 D. 3500
27. The sum of three consecutive integers
is 96. What are the integers?
A.
31, 32, 33 C.
30, 32, 34
B. 32, 33, 34 D. 33, 34, 35
28. A farmer can plow _2_
3
of a hectare in 1 hr. At this rate, in how many hours will 5
farmers plow the same field?
A. __1___ C._15___
5 2
B. _10__ D.
10
3
29. If the exchange rate of US
dollars to pesos is $1 = Php47.90 what
is the value of Php1 in American cents?
A. 02 C. 2
B.
479
D. 4.79
30. In a card game, a player got the
following scores: 35, 60, 40, 80, 100, 25, 25. What is his final score?
A.
115 C. 85
B. 85 D. 115
31. The first 5 numbers in a sequence
are 2, 3, 5, 8, and 12. What is the 7^{th}
number in the sequence?
A.
15 C. 23
B.
19 D. 25
32. A teacher wants to group her pupils
into groups of 3 or 5 or 6.However, she found out that if she do that there
will always be 1 pupil left. What is the least possible number of pupils in the
class?
A.
81 C. 21
B. 31 D. 11
33. Twelve pesos more than twice Mico’s
allowance is at most 600 pesos. What is her maximum allowance?
A.
300 pesos C. 588 pesos
B.
634 pesos D. 294 pesos
34. What integer should be added to 11
to get a sum of at least 37?
A. At least 15
B. At least 25
C. At
least 26
D. At least 32
35. What are the largest two consecutive
odd integers whose sum is at most 60?
A. 25, 27
B. 27, 29
C.
29, 31
D. 31, 33
36. Two numbers are in ratio of 3:4. If
their sum is 84, what is the smallest number?
A. 24 B. 36
C. 48
D. 54
37. The numerator of a fraction is 3
less than the denominator. If the numerator and the denominator are each increased by 1, the value of fraction
becomes ¾. What is the original fraction?
A. 7/12
B. 8/12
C.
8/11
D. 6/13
38.
Mr. Lucido deposited 225 pesos in the bank. If his deposit consisted of
29 bills, consisting of 5 peso and 10 peso bills, how many 10 peso bills did he
deposit?
A.
13
B.
14
C.
15
D. 16
39. Brenda has saved 300 coins,
consisting of 25 centavo and 10 centavo coins. If the total value of her
Savings is 45 pesos, how many 10 centavo coins did she save?
A. 100
B. 200
C.
300
D. 400
40. Julia can finish a project in 10
hours while Elenita can do the same project in 8 hours.
How long will it take them to finish the
project together?
A.
3.44 hours
B.
B. 4.00 hours
C. 4.44 hours
D. 18 hours
41. If a liter of chemical X is 95%
pure, how many liters of water must be added to make a 50% solution?
A. 0.80 L B. 0.90 L
C. 0.94 L
D. 0.09 L
42. Arthur has blended coffee worth 95
pesos per kilogram with coffee worth 115 pesos per kilogram to make 50
kilograms of coffee that will be sold at 107 pesos per kilogram. How many
kilograms of each kind did she blend?
A. 20 kilos of 95/kg and 30 kilos of 115/kg
B.
30 kilos of 95/kg and 30 kilos of 115/kg
C.
30 kilos of 95/kg and 50 kilos of 115/kg
D.
60 kilos of 95/kg and 50 kilos of 115/kg
43. A victory liner bus travelling at a rate of 70
km/h leaves the station 2 hrs. after a freight truck has left and overtakes it
in 5 hrs. At what rate was the freight truck travelling?
A.
20 km/h
B.
B. 30 km/h
C. 40 km/h
D. 50 km/h
44. Don Antonio invested part of 30,000
pesos at 5% interest and the remaining amount at 6% interest at BPI. If his
investment yields an annual income of 1,620 pesos, how much did he invest at 6%
interest?
A. 12,000 pesos B. 14,000 pesos
C. 16,000
pesos D. 18,000 pesos
45. The units digit of a twodigit number exceeds
the tens digit by 2. Find the number if it is 4 times the sum of its digits.
A. 24
B. 42
C. 48
D.82
46. Using the
integers 4,7,9,8 and, how many two digit numbers can be formed if repletion is
NOT allowed?
A. 20
B. 23
C. 25
D. 28
47. In how
many ways can 5 boys be seated in a row of 5 seats?
A. 72
B. 98
C. 102
D.120
48. In how
many ways can a team of 10 basketball players be chosen from 12 players?
A. 62
B. 64
C.
66
D.72
49. If a
picture frame is 27 cm long and 18 cm wide, what is the ratio of its length to
its width?
A. 3:2
B. 2:3
C. 3:5
D. 5:3
50. Five
bananas weigh as much as 3 star apples. In this rate, how many star apple will
weigh a much as 45 bananas?
A.
27
B. 30
C. 33
D. 36
51. It takes
20 men to build a building for 60 days.
Assuming that all men work at this rate, how many men will be needed to build
the same building in 15 days?
A. 5
B. 80
C. 100
D.120
52. The ratio
of the number of carabaos, goats and cows in a farm is 5:1:2. If there are 48
animals of these kinds in his backyard, how many of them are goats?
A. 2
B. 4
C.
6
D. 8
53. The ratio
number of red, green and blue balls in a box is 2:5:6. How many green marbles
are there if there are 52 marbles in all?
A. 4
B. 8
C.
20
D. 24
54. In a
university, the ratio of female professors to the male professors is 8:5. If
there are 75 male professors, how many are female professors?
A. 120
B. 180
C. 225
D. 375/8
55. A meter
stick was cut into 2 at the 25 cm mark. What is the ratio of the smaller piece
to the larger piece?
A.
1:3
B. 2:5
C. 3:4
D. 4:5
56. In a survey to determine the
reaction of people about having a new GSIS card, 80% of the 2,400 people voted
in favour of the new card. How many of the voters did not vote for the new
card?
A. 1920 C.
800
B. 1600 D. 480
57. Lulu spends 15% of her monthly
income for house rental, 10 % for electric bill and 25% for food and other
miscellaneous expenses. After paying all these expenses, she still has P6, 000
left. How many much does she earn every month?
A.
P 15,000.00 C.
P9,000.00
B. P
12,000.00 D. P8,000.00
58. If 500 or 25% of a graduating class
are girls, how many are graduating?
A.
2,000 C. 10,000
B. 5,000 D. 20,000
59. At 25% discount, Ms. Barat paid
P159.75 for a bag. What was the original price of the bag?
A.
P37.69 C. P201.00
B. P150.75 D. P603.00
60. A man accepts a position at P14,
250 basic salary with an agreement that he will receive a 2% increase every
year for 3 years. What will his salary be at the end of the years?
A.
P14,950.00 C. P15,122.21
B. P15,105.00 D. P16,500.00
61. A man invested Php100, 000. He put
part of it in the bank at 5% interest. On the other hand, he invested the
remainder in bonds with a 9% yearly return. How much did he put in the bank if
his yearly income from the two investments was Php7, 400?
A.
Php40,000.00 C.
Php60,000.00
B. Php50,000.00 D. Php70,000.00
62. Max is planning to take leisurely
stroll around their rectangular patio, which measures 27.7 m long and 21.5 m
wide. How far does Max have to walk?
A. 96.4 m C. 98.4
m
B.120.4 m D. 88.4 m
63.
Which among the following has the largest perimeter?
A. Square pizza with perimeter of 80 cm
B.
Circular pizza with radius of 13 cm
C. rectangular pizza with dimension 10
cm x 14 cm
D. Circular pizza with radius 8.5 cm
64. You own a small rectangular box
measuring 3 cm x 2cm. If the dimension of this box are increased by 10 %, what
is the area of the resulting box?
A. 6.26 cm² C. 7.12 cm²
B. 6.22 cm² D. 7.26 cm²
65. What is the area of a rhombus whose
diagonals measure 10 m and 12 respectively?
A. 120 m² C. 60 m²
B. 100 m² D. 360 m²
66. Find the volume of a toy ball whose
radius is 2 cm.
A.
33.49 cm³ C. 51.76 cm³
B. 48.56 cm³ D. 50.24 cm³
67.A tin can has
a radius of 6cm and a height of 20 cm. what is the volume milk that this
container can hold?
A.3,000 cm³ C.1,689 cm³
B.2, 261
cm³ D.2,200 cm³
68. The total surface area of a cubic
box is 600 cm². What is the length of side this box?
A.6 cm C.9 cm
B.8 cm D.10 cm
69. After a stone is dropped into a
cylindrical container filled with 100 cm³ water, the water rises and the new
reading is 106.5 cm3. What is the volume of the stone?
A.6.5
cm³ C.60.5 cm³
B.60. 65 cm³ D.10.65 cm³
70. Which of the following lengths is
the longest?
A.555 cm C..005 km
B.5.5 m D.5555 mm
71.Onefifth of the width and one fourth
of the length of a rectangular cardboard is cut off. What part of the original cardboard is the area of the
remain piece?
A.30% of the original area
B.40% of the original area
C.50% of the original area
D.60%
of the original area
72.If the area of a triangle is 1 sq
unit and its height is unit, what is the
length of its base?
A. 1 unit
B. 2 units
C. 3
units
D. 4 units
73. What is the radius of a circle whose
area is 25 cm2?
A. 25 cm
B. 25 cm
C. 5 cm
o 
74. Refer to the figure. Given: m 2 =
55º and m 4?
4 
1 
3 
5 
2 
A.
95º
B. 105º
C. 115º
D.
135º
75. Mrs. Dinah Tah Danda divided her lot
among her 4 children. The first got
A.
B. 13 ha
C.
D.
14 ha
76. An elevator can carry a maximum load
of 605 kg. How many passengers of weight 50.5 kg each can the elevator hold?
A. 12
B. 11.9
C. 11
D. 10
77. A room is 30 ft. long, 25 ft. wide
and 14 ft. high. If 42 balloons are inside the room, how many cubic feet of
space does this allow for each balloon?
A. 25
B. 9
C.
250
D. 690
78. What is the volume of air in an
atmospheric balloon with a
diameter of 24 cm?
A.
133 cm C. 570 cm
B.
240 cm D. 2304 cm
79. A photograph measuring 7 ½ cm by 5
cm is enlarged so that the longer side is 24 cm. What is the length (in cm) of
the shorter side?
A.
36 C. 6
B. 16 D. 1.6
80. How many cm are there in 2 m and 550
mm?
A.
75 C. 2055
B. 255 D. 2550
81. How much liquid containing 6% boric
acid should to be mixed with 2 quarts of a liquid that is 15% boric acid in
order to obtain a solution that is 12% boric acid?
A. 1 quart C. 3 quarts
B.
2 quarts D. 5 quarts
82. A defective ruler was found to be
11.5 in long. Using this ruler, Samuel was found to be 4 ft tall. What is
Samuel’s actual height?
A.
4 ft 2 in C. 3 ft 11.5 in
B.
4 ft 4 in D. 3 ft 10 in
83. How many grams are there in 1
petagram?
A.
5 C. 1015
B.
5,000 D. 5 x 1015
84. If an apple weighs about 170 grams,
about how many apples are in a 3.5 kilogram bag of apples?
A. 20 C. 22
B.
21 D. 23
85. A new supercomputer measures 462 lbs
in weight. How much does it weigh in grams?
A.
210 g C. 21,000 g
B.
2,100 g D. 210,000 g
86. How many liters are there in 353
quarts?
A.
353 L C. 326 L
B. 334 L D. 324 L
87. Paul and his son participated in a
marathon. Paul traveled 3 km 50 m while his son ran 502 m 36 cm. What is the
total distance that the father and son tandem covered?
A.
3,760 m C. 3,552 m
B.
5,452 m D. 3,550 m
88. A slow moving snail traveled 4,800
mm. How far did it travel in kilometers?
A. 0.0048 km C. 0.48 km
B.
4.8 km D. 0.048 km
89. For the fruit punch, 3050 mL of fruit
juice is needed. How much fruit juice is needed in dekaliters?
 0.305
daL C. 5.03 daL
 3.05 daL D.
0.053 daL
89. For the
fruit punch, 3050 ml of fruit juice is needed. How much fruit juice is needed
in dekaliters?
A.
0.305 daL
B. 3.05 daL
C. 5.03 daL
D. 0.053 daL
90. The measure
of an angle is 25 more than its supplement. What is the measure f the larger
angle?
A.
102.5 degrees
B. 77.5 degrees
C. 90 degrees
D. 110 degrees
91. If the
measure of an angle is twice the measure of its complement. What is the measure
of the angle?
A. 30 degrees
B.
60 degrees
C. 90 degrees
D. 120 degrees
92.
Which among the following statements is ALWAYS TRUE?
A. The
supplement of an angle is acute.
B. The
complement of an angle is obtuse.
C.
The complement of any acute angle is acute.
D. Two
supplementary angles are congruent.
93. Which of the
following is ALWAYS FALSE?
A. Two adjacent
right angles are supplementary
B. Complement of
congruent angles are congruent
C. Two
intersecting lines form two pairs of vertical angles
D.
Angles that form a linear pair are complementary
94. What is the
measure of an angle if the measure of its supplement is 39 degrees more than
twice the measure of its complement?
A. 29 degrees
B.
39 degrees
C. 49 degrees
D. 59 degrees
nnklk 
3x  5
5x + 5 3x  15
A.
57
degrees
B. 47
degrees
C. 55
degrees
D. 22
degrees
96. Consider the
triangle illustrated below. Find the value of x.
nnklk 
68
A. 55
B. 35
C. 60
D.
25
97. Two angles
of a triangle measure 4 cm and 7 cm. What is the range of values for the
possible lengths of the third side?
A. 4 < x <
7
B.
3 < x < 11
C. 7 < x <
11
D. 11 < x
< 15
98. Which of the
following statement is TRUE?
A. A rectangle
is a square
B. A parallelogram
is a trapezoid
C. A rhombus is
a rectangle
D.
A square is a rhombus
99. Consider the
quadrilateral below. Find the value of x.
A. 22 C. 112
B.
56
D. 54
100. If the sum
of the interior angles of a regular polygon is 1980 degrees, how many sides
does it have?
A. 11
B. 12
C.
13
D. 14
101. What is the
sum of the measures of the interior angles of an icosagon?
A. 3100
B. 3140
C.
3240
D. 2850
102. What is the
measure of an interior angle of a dodecagon?
A. 120
degrees
B. 130
degrees
C. 140
degrees
D.
150
degrees
103. How many
unique diagonals can be drawn in a pentagon?
A.
5
B. 6
C. 7
D. 10
104. Nine unique
diagonals are drawn in a regular polygon. How many sides does it have?
A. 9
B. 8
C. 7
D.
6
105. A triangle
has a perimeter of 50. If 2 of its sides are equal and the third side is 5 more
than the equal sides, what is the length of the third side?
A. 5
B. 10
C. 15
D.
20
106. A rectangle
is 4 times as long as it is wide. If the length is increase by 4 inches and the
width is decrease by 1 inch, the area will be 60 squares inches. What were the
dimensions of the original rectangle?
A. 2 x
32
B.
4 x
16
C. 3 x
14
D. 5 x
12
107. In a
quadrilateral two angles are equal. The third angle is equal to the sum of the
two equal angles. The fourth angle is 60˚ less than twice the sum of the other
three angles. Find the measures of the angles in the quadrilateral.
A.
25˚, 35˚,90˚, 220˚
B.
25˚, 45˚, 70˚, 70˚
C. 35˚, 35˚, 70˚, 220˚
D.
35˚, 35˚, 70˚, 210˚
108. If one side
of a square is doubled in length and the adjacent side is decreased by two
centimeters, the area of the resulting rectangle is 96 square centimeters
larger than that of the original square. Find the dimensions of the rectangle.
A. 17 x
24
B. 24 x
24
C.
10 x
24
D. 6 x
16
109. The
smallest angle of a triangle is twothirds the size of the middle angle, and
the middle angle is threeseventh of the largest angle. Find all three angle
measures.
A. 30˚,
60˚, 90˚
B. 45˚,
45˚, 90˚
C. 35˚,
45˚, 110˚
D.
30˚,
45˚, 105˚
110. If the
height of a triangle is five inches less than the length of its base, and if
the area of the triangle is 52 square inches, find the base and the height.
A.
Base=13,
Height= 8
B. Base=12,
Height =9
C. Base=11,
Height=7
D. Base=13,
Height=4
111. A wood
frame for pouring concrete has an interior perimeter of 14 meters. Its length
is one meter greater than its width. The frame is to be braced twelvegauge
steel cross wires. Assuming an extra half meter of wire is used at either end
of a cross wire for anchoring, what length of wire should be cut for each
brace?
A.
6 m
B. 7 m
C. 8 m
D. 12 m
112. Find the
largest possible rectangular area you can enclose, assuming you have 128 meters
of fencing.
A. 256
m²
B. 512
m²
C.
1024
m²
D. 2048
m²
113. In a photograph,
Bianca is 9 cm tall and her brother Tristan is 10 cm tall. Bianca’s actual height is 153 cm. What is Tristan’s actual height?
A.
148 cm C. 168 cm
B.
156 cm D. 170 cm
114.
The measures of the angles of a triangle are in a ratio of 2:3:4. Find the measure of the middle angle.
A. 30^{˚ } C. 60^{˚}
B. 40^{˚ }D. 80^{˚}
115.
The graph shows the number of socks, belts, handkerchiefs, and neckties sold by
a store in a week.
^{ }^{}
^{ }
The
names of the items are missing on the graph. Socks were the item most often
sold, and fewer neckties than any other item were sold. More belts than handkerchief were sold. How many belts were sold?
A. 80 C. 120
B. 90
D. 140
116.
An empty box weighs 1.3 kilos. A Math
book weighs 1.5 kilos. Which expression
gives the weight of the box when filled with the y Math books?
A.
1.3y + 1.5 C. 1.3 + 1.5y
B.
1.5y – 1.3 D. 1.3y + 1.5y
117.
A building 25 m tall casts a shadow 10 m long.
How long is the shadow of a 5foot girl standing besides the building?
A. 2 ft C. 10 ft
B.
2.5 ft D. 250 ft
118.
What is the maximum number of books, each 1.4 cm thick that can be put
vertically in a shelf which is 64 cm long?
A. 44 C. 46
B. 45 D. 64
119.
Factor completely the expression:
a^{2}x
– 5b^{2}y – 5a^{2}y + b^{2}x.
A. (a^{2} + b^{2}) (x –
5y)
B. (a^{2}
– b^{2}) (x + 4y + 3)
C. (a
+ b) (a – b)(x – 5y)
D. (a^{2}
+ b^{2}) (x^{2} – 5y^{2})
120.
Which among the following is NOT a perfect square trinomial?
A. x^{2}
+ 8x + 16
B. 9x^{2}
+ 12x + 4
C. 49x^{2} + 70x + 36
D. x^{2}
+ 6x + 9
121.
Factor completely the expression:
27a^{3} – 54a^{2}b
+ 36ab^{2} – 8b^{3}.
A. (3a – 3b)^{3} C. (4a – 3b)^{3}
B. (a
– 3b)^{3} D. (3a – 2b)^{3}
122.
What is the greatest common monomial factor of the expression:
13abc – 39bc + 26ab?
A. 3b C. 13abc
B. 13b D. 26b
123.
Which factoring technique will best help you to factor the expression: x^{2}
+ 6x – 7 = 0?
A.
Difference of two cubes
B.
Common monomial factor
C.
Grouping
D. Completing the square
124.
Find the general equation of the line which passes through the points (2,1)
and (3, 5).
A. 6x + 5y – 7 = 0
B. 5x
– 6y – 7 = 0
C. 6x
+ 7y – 5 = 0
D. 6x
+ 6y – 5 = 0
125.
What is the equation of the line with xintercept of 4 and yintercept of 3?
A. 3x
+ 4y = 12
B. 3x – 4y = 12
C. 6x
– 8y = 12
D. 4x
– 3y = 12
126.
Find the equation of the line with a slope of 4 and passing through the point
(5, 3).
A. x
– 4y = 23
B. 4x
– 4y = 23
C. 4x – y = 23
D. x
– y = 4
127. Find the slope of the line described by the
following table of values:
X 
2 
0 
2 
4 
Y 
7 
4 
1 
2 
A. 1.50 C. 2.50
B.
0.66 D. 3.50
128.
What is the equation of the line whose slope is 2 and whose yintercept is 3?
A. 2x
+ 3y = 6
B. x
+ 2y = 3
C. 2x
+ 2y = 4
D. 2x + y = 3
129.
The length of a rectangle is 18 cm. what
are the possible widths that will give a perimeter less than 150 cm?
A. 3
< width < 54
B. 0 < width < 57
C. 18
< width < 36
D. 12
< width < 57
130.
What is the simplest form of the expression?
A.
2x + 4y – 17
B. 2x
+ 4y + 17
C. 2x + 4y – 17
D. 2x
+ 4
131.
If x = 1 and y = 2, what is the value of the expression
A.

B.

132.
If 3x < 6, which of the following statements is TRUE?
A.
x < 2 C. x
> 2
B.
x < 2 D. x > 2
133.
If a die is rolled, what is the probability of getting a number divisible by 2?
A.
1/6 C. ¼
B. ½ D. 1/3
134.
Which among the measures of central tendency is NOT influence by outliers?
A.
mean C. median
B.
weighted mean D. mode
135.
Monica obtained the following results from her mathematics exams: 80, 82, 83,
91. What score must she get on the next
exam so that her average score is 85?
A.
92 C. 89
B.
93 D. 85
136.
In a Filipino test, eight students obtained the following scores: 10, 15, 12,
18, 16, 24, 12, 14. What is the median
score?
A.
14 C. 15
B. 14.5 D. 15
137.
The following table summarizes the scores of Section A on the recent periodic
test in Social Studies. What is the median score interval?
Score 
Frequency 
16
– 23 
2 
24
– 31 
4 
32
– 39 
6 
40
– 47 
12 
48
– 55 
10 
56
 62 
8 
A. 24
– 31 C. 40 – 47
B. 32
– 39 D. 48 – 55
138.
The following measurements were obtained from the caliper : 20, 15, 20, 14, 18,
15, 6. What is the mode?
A. 15
C. 14
B. 20
D. 15 and 20
139.
The following are Joselito’s grades for the 3^{rd} quarter. Find his
general weighted average.
Subject 
Units 
Grade 
Math 
3 
89 
English 
2 
84 
Science 
3 
90 
Filipino 
2 
86 
HEKASI 
2 
84 
A. 87.08 C. 86.36
B.
89.50 D. 87.45
For numbers
140 – 144, consider the following situation. The grades in Math of the students
in Section B are as follows : 70, 95, 60, 80, 100.
140.
What is the mean absolute deviation of their group?
A.
11.7 C. 14.6
B. 13.2 D. 15.9
141.
What is the population variance of their group?
A. 224 C. 264
B.
250 D. 280
142.
What is the population standard deviation of their group?
A.
16.73 C. 1.58
B.
1.41 D. 14.97
143.
What is the range of their group?
A. 60
– 95 C. 60 – 100
B. 70
– 100 D. 80 – 95
144.
What can you infer from the measures of variability obtained from this
population?
A.
The population is very homogeneous.
B.
The measures are very unstable.
C. The grades are very scattered.
D.
The range of scores is a very reliable measure of variability.
145.
What measure of central tendency can best describe the size of t – shirts
commonly used by teen agers?
A.
mean C. mode
B.
median D. both A and D
146.
The following are the results of the recent achievement test in Mathematics of
the four divisions:
Division 
Mean 
Standard
Deviation 
I 
34 
4.5 
II 
34 
3.0 
III 
23 
1.0 
IV 
20 
2.0 
Which
division performed best?
A. I C. III
B. II D. IV
147.
What is the probability of getting a multiple of 3 when a die is tossed?
A.
1/6 C. 1/3
B. ¼ D. ½
148.
In how many ways can 5 basketball players be chosen from a group of 9 players?
A. 126 C. 15, 120
B.
212 D. 362, 880
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