The sum of any two negative integers will be :

A.	Negative, if the first number is larger
B.	Positive, if the first number is larger
C.	Negative integer
D.	Positive integer

Jiao had  

13

18

  kg of washing powder. She used  

3

6

  kg of it for washing clothes. Find the amount of washing powder left with Jiao.

A.	9 2   kg
B.	2 9   kg
C.	3 9   kg
D.	2 11   kg

The given table shows the profit of 5 companies in a business group last year.

Company	Profit
Company 1	¥ 300,000
Company 2	¥ 450,000
Company 3	¥ 150,000
Company 4	¥ 350,000
Company 5	¥ 500,000

What is the average profit of the business group?

A.	¥ 350000
B.	¥ 350700
C.	¥ 351400
D.	¥ 348600

An amount of ¥ 10350 is made up with the notes of denominations ¥ 100, 50, 20, and 10. The number of ¥10 notes are 4 times the number of ¥20 notes. The number of ¥20 notes are 5 times the number of ¥50 notes. The number of ¥50 notes are 3 times the number of ¥100 notes. How many total notes of denomination ¥20 are there?

A.	136
B.	133
C.	135
D.	134

Find the measure of a+b.

A.	240°
B.	250°
C.	110°
D.	260°

Find the sum of the following angles :
∠ABC + ∠BCD + ∠CDE + ∠DEF + ∠EFA+ ∠FAB

A.	540 °
B.	630 °
C.	900 °
D.	720 °

Which of the following statement is false ?

A.	Two squares are congruent if they have the same side length.
B.	Two rectangles are congruent if they have the same length and breadth.
C.	All squares are congruent.
D.	Two angles are congruent if they have the same measure.

By selling a decorative for ^@¥ 1459^@, Ye loses ^@10\%^@. For how much should he sell it to gain ^@25\%^@.

A.	^@¥ 2026.39 ^@
B.	^@¥ 2032.39 ^@
C.	^@¥ 2073.39 ^@
D.	^@¥ 2116.39 ^@

The relation of  

5

6

  and  

-5

6

  is described as:

A.	Multiplicative Inverse
B.	Additive Identity
C.	Additive Inverse
D.	Reciprocal

Find the radius of a circle if its circumference is 189.2 meters (Assume π = 22/7).

A.	60.2 meters
B.	15.05 meters
C.	120.4 meters
D.	30.1 meters

Subtract:
-2b² + 3b - 4 from -2b² + 8b - 2

A.	5b + 2
B.	- 5b - 2
C.	5b - 2
D.	- 5b + 2

Evaluate:

^@(-1)^0^@

A.	^@0^@
B.	^@-1^@
C.	^@1^@
D.	^@2^@

How many lines of symmetry are there in the given figure ?

A.	2
B.	1
C.	4
D.	3

A shopkeeper sold a toy at a loss of 23%. Had he sold it for ¥192 more, he would have gained 25%. Find the cost price of toy.

A.	¥400
B.	¥550
C.	¥500
D.	¥450

Write these decimal numbers in expanded form:
1872.448

A.	1000 + 800 + 70 + 2 +   4 10   +   4 100   +   8 1000
B.	10000 + 8000 + 700 + 20 + 4 +   4 10   +   8 100
C.	10 + 8 +   7 10   +   2 100   +   4 1000   +   4 10000   +   8 10000
D.	100 + 80 + 7 +   2 10   +   4 100   +   4 1000   +   8 10000

Simplify:
-6p² + 18p + 16q - 2 - [ 18p² - 14p - 5q - 4 - { 7q² - 18pq - 3p + 12q - 4 } ]

A.	24p2 + 7q2 - 18pq + 29p + 33q - 2
B.	-24p2 + 7q2 + 18pq + 29p + 33q - 2
C.	-24p2 + 7q2 - 18pq + 29p + 33q - 2
D.	-24p2 + 7q2 - 18pq + 29p - 33q - 2

Solve ^@\dfrac{ 2 }{ 5 } ÷ \dfrac { 2 }{ 6 - \dfrac{ 2 } { 3 }} - \dfrac{ 1 }{ 4 }^@.

A.	^@ \dfrac { 50 } { 61 } ^@
B.	^@ \dfrac { 49 } { 61 } ^@
C.	^@ \dfrac { 50 } { 60 } ^@
D.	^@ \dfrac{ 49 } { 60 } ^@

What is the value of x.
0.7x - 6 = -6.56

A.	x = -2.8
B.	x = 1.2
C.	x = 0.2
D.	x = -0.8

A farmer wants to tie his cow with a rope so that it can graze the grass in an area of 243 m². What should be the length of the rope? (assume π = 3 for this question)

A.	8 m
B.	13 m
C.	10 m
D.	9 m

The smallest possible decimal number upto 6 decimal places is ________ .

A.	0.000001
B.	0.100001
C.	0.100000
D.	none of these