Subtract: 3 − 2

A.	3
B.	4
C.	1
D.	5

Add:

	+
Figure A		Figure B

A.	20 12
B.	17 15
C.	17 12
D.	12 17

If 75C - 225A = 841, and 300A + 75B = 1634, then what is the average of A, B and C?

A.	13
B.	11
C.	9
D.	10

Find the value of z from equation (z + 5)² - (z + 4)² = 19.
Hint : Use the identity (a+b) (a-b) = a² - b²

A.	z = 4
B.	z = 7
C.	z = 5
D.	z = 6

Compute the measure of ∠x.

A.	41°
B.	56°
C.	51°
D.	61°

Jesusa is walking in the west direction. After walking for 33 meters, she takes a right turn and walks for another 56 meters. How far is she from the starting point?

A.	63 meters
B.	64 meters
C.	68 meters
D.	65 meters

Which of the following properties can prove that two triangles are congruent?

A.	SAS
B.	ASA
C.	SSS
D.	All of these

Charito scored 79% in an exam with 474 marks. If Danilo got 378 marks in same exam, find the percentage obtained by Danilo.

A.	62%
B.	66%
C.	72%
D.	63%

If the sum of both the horizontal and the vertical rows is same, find the missing rational number.

	9 11
3 11	5 11
	9 11

A.	13 11
B.	14 11
C.	16 11
D.	15 11

In a community, two neighbours have rectangular backyards having the same area of 1200 sq. meter. If the width of first backyard is 8 meter and the width of second backyard is 40 meters, find which backyard will require more fencing and by how much?

A.	Second, more by 176 meter
B.	Second, more by 88 meter
C.	First, more by 176 meter
D.	First, more by 88 meter

When a number is put into the machine below, a different number comes out. If 12 goes in, 3 comes out. If 32 goes in, 8 comes out. If 36 goes in, 9 comes out.

	p ↓
Number Machine
			→ ?

If p goes in, what number should come out?

A.	p + 4
B.	4p
C.	p - 4
D.	p 4

^@\left( \dfrac{ -2 }{ 2} \right)^2 \times \left( \dfrac{ 2 }{ 3} \right)^3 \times \left( \dfrac{ 1 }{ 2} \right)^2^@ ^@ = \space ?^@

A.	^@\dfrac{ 2 }{ 27 }^@
B.	^@\dfrac{ 16 } { 32 }^@
C.	^@\dfrac{ 29 } { 2 }^@
D.	^@\dfrac{ 27 } { 2 }^@

Which of the following pairs show a perfect reflection over the line ?

A.
B.
C.
D.

The chart shows the production of different fruits in a farm. If the production of apples was 12750 kg, find the combined production of grapes and apples.

A.	16320 kg.
B.	17340 kg.
C.	17000 kg.
D.	17680 kg.

Crisanto's aunt lives 20 kilometers away from his house. When he wants to visit his aunt, he travels  

1

4

  of this distance by train and the rest by bus. How many kilometers does he travels by bus?

A.	15
B.	5
C.	10
D.	7

Bayani has ₱ 9a² + 5a + 6 in his bank account. He deposited ₱ 4a² + a + 2 more in his account and then withdrew ₱ a² + 4a + 1. If a=2, How much money is left in his account?

A.	59
B.	61
C.	63
D.	57

Each bag of bananas weighs 3.75 kg. If the total weight of a sack containing bags of bananas is 105 kg, then how many bags are there in the sack?

A.	32
B.	24
C.	28
D.	29

In a school, 32% boys study english and 204 boys don't. Total number of boys in the school are:

A.	65
B.	300
C.	316
D.	96

A wire of length 68 m is to be folded in the form of a square. If each side of a square has to be an integer (measured in meters), what is the maximum number of squares that can be formed by folding the wire.

A.	17
B.	16
C.	18
D.	68

Find the difference between the smallest n digit number and the greatest m digit number. (Assume n > m).

A.	10n - (10m)
B.	(10n-1+1) - (10m-1)
C.	(10n-1 - 1) - 10m-1
D.	10n-1 - (10m-1)