A toy manufacturing company manager kept track of how many toys were manufactured each day.

Number of toys manufactured
Day	Number of toys
Monday	687,702
Tuesday	792,766
Wednesday	937,618
Thursday	887,035

On which day did the company manufacture the maximum number of toys?

A.	Wednesday
B.	Tuesday
C.	Monday
D.	Thursday

A number, when divided by 771, gives the quotient of 18 and a remainder of 482. The number is :

A.	13878
B.	13396
C.	14360
D.	371604

Find the highest common factor (HCF) of 126, 135 and 144 by prime factorization method.

A.	9
B.	18
C.	20
D.	8

The number which when divided by ^@239^@ gives ^@5^@ as quotient and ^@5^@ as remainder is:

A.	^@1220^@
B.	^@1200^@
C.	^@ 1195 ^@
D.	^@1206^@

The temperature in a city on Monday is ^@15^\circ C^@. If the temperature falls by ^@7^\circ C^@ on Tuesday and increases by ^@9^\circ C^@ on Wednesday. What is the temperature in the city on Wednesday?

A.	^@-1^\circ C^@
B.	^@ 17^\circ C ^@
C.	^@31^\circ C^@
D.	^@13^\circ C^@

bougth ^@ 7 \dfrac{ 1 }{ 10 } ^@ liters of milk. Out of this milk, ^@ 3 \dfrac{ 1 } { 2 } ^@ liters was consumed in the morning and ^@ 2 \dfrac{ 1 } { 5 } ^@ liters was consumed in the evening. How much milk is left with him?

A.	^@ 1 \dfrac{ 2 } { 5 } ^@ liters
B.	^@2\dfrac{ 2 } { 5 }^@ liters
C.	^@1 \dfrac{ 1 } { 2 }^@ liters
D.	^@1 \dfrac{ 2 } { 7 }^@ liters

The distance from San Jose to Modesto is ^@22.4 \space mi^@. How far is it from Fremont to Modesto?

A.	^@8.4 \space mi^@
B.	^@13.4 \space mi^@
C.	^@17.4 \space mi^@
D.	^@6.4 \space mi^@

During study, finished ^@\dfrac{ 5 }{ 6}^@ of the problems of her math homework. did ^@\dfrac{ 1 }{ 12}^@ of the problems from her math homework. Who did a greater fraction of her math problems?

A.
B.
C.
D.

measured the elementary school and made a scale drawing. The scale she used was ^@1^@ centimetre : ^@3^@ metres. The schoolyard is ^@82^@ centimetres long in the drawing. How long is the actual schoolyard in metres?

A.	^@254^@ metres
B.	^@72^@ metres
C.	^@82^@ metres
D.	^@246^@ metres

Find the number whose ^@ \dfrac{ 15 } { 45 } \% ^@ is ^@ 6.45. ^@

A.	^@ 1935 ^@
B.	^@1945^@
C.	^@1925^@
D.	^@1940^@

The given quadrilateral is a:

A.	Convex Quadrilateral
B.	Concave Quadrilateral
C.
D.

In the following figure, the point ^@ P ^@ lies

A.	in the interior of ^@ \angle XYZ ^@
B.	on ^@ \angle XYZ ^@
C.	in the exterior of ^@ \angle XYZ ^@
D.

had some bats. She gave ^@n^@ bats to her friends. If ^@5^@ bats are left with her now, how many bats she had earlier?

A.	^@5^@ ^@n^@
B.	^@5 - n^@
C.	^@5n^@
D.	^@n + 5^@

Subtract:
4y² - 4y - 1 from -7y² - 8y + 6

A.	-11y2 + 4y + 7
B.	-11y2 - 4y + 7
C.	11y2 - 4y + 7
D.	-11y2 - 4y - 7

Four problem figures are given below. There exists a relationship between the first two problem figures. A similar relationship should exist between the third and fourth problem figures. Identify the fourth figure.

A.
B.
C.
D.

A car travels ^@108.13 \space km ^@ in one hour. How much distance will it travel in ^@ 20 ^@ hours?

A.	^@2162.6 \space km^@
B.	^@ 2486.99 \space km^@
C.	^@ 2054.47 \space km ^@
D.	^@1946.34 \space km^@