1. On a vertical number line positive numbers are placed _________ 0.
a) right side
b) left side
c) Above
d) below

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2. (+132)÷(-12)
a) 101
b) -101
c) 11
d) -11

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1. In which figure does the shaded part represents 0.3?
a)
b)
c)
d)

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2. Mixed fraction for $\frac{39}{12}$ is
a)
b)
c)
d)

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1. The mean of 6,y,7,x and 14 is 8. Then
a) x+y=13
b) x-y=13
c) 2x+3y=13
d) x²+y²=15

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2. Given above is a bar graph showing the heights of six mountain peaks. Read the above diagram and answer the follwing:

Write the ratio of the heights of highest peak and the lowest peak.
a) 22:15
b) 15:22
c) 20:12
d) 13:22

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1. The average of 11,12,13,14 and x is 13. The value of x is
a) 17
b) 21
c) 15
d) none

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2. The ratio between a two digit a numbers and the sum of the digit of that number is 4:1. If the digit in the units place is 3 more than the digit in the tength place. What is the number?
a) 63
b) 36
c) 48
d) data is not sufficient

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1. 179⁰ is an example of
a) obtuse
b) acute
c) right
d) none

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2. If two lines are perpendicular to the third line then those two lines are _________.
a) parallel
b) perpendicular
c) cannot be determined
d) none of these

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1. The length of the hypotenuse of a right angled Δle whose two legs measure 12 cm and 0.35 m is
a) 37 cm
b) 3.72 cm
c) 0.372 cm
d) 37 cm

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2. An isosceles Δle can be obtuse angled.
a) 0
b) True
c) Cannot be determined
d) None

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1. In Δ ABC, AB = AC and AD is perpendicular to BC. State the property by which Δ ADB ≅ Δ ADC.
a) SAS property
b) SSS property
c) RHS property
d) ASA property

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2. In the given fig. if AD = BC and AD || BC, then

a) AB = AD
b) AB = DC
c) BC = CD
d) none

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1. In a quiz programme the ratio of correct answers to incorrect answers is 5 : 2. If 16 incorrect answers are given then the number of correct answers given is
a) 80
b) 40
c) 20
d) 30

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2. In how many years does a certain sum amount to three times the principle at the rate of ?
a) 12 years
b) 8 years
c) 4 years
d) 16 years

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1. $\frac{-2}{-19}$v is a
a) positive rational number
b) negative rational number.
c) either positive or negative rational number
d) neither positive nor negative rational number

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2. $\frac{-7}{5} + \left (\frac{2}{-11} + \frac{-13}{25} \right )$ = $\left (\frac{-7}{5} - \frac{2}{-11} \right )  + \frac{-13}{25}$
This property is
a) closure
b) commutative
c) associative
d) identity

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1. If the angles of a Δle are in the ratio 1 : 2 : 7 then the Δle is
a) acute angled
b) obtuse angled
c) right angled
d) right angled isosceles

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2. If two angles in a Δle are 65⁰ and 85⁰, then the third angle is
a) 30⁰
b) 45⁰
c) 60⁰
d) 90⁰

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1. The radius of a circle is 20 cm. Three more concentric circles are drawn inside it in such a manner that it is divided into four parts of equal area. The radius of cone of the three concentric circles is
a) $8\sqrt{3}$ cm
b) $2\sqrt{3}$cm
c) $10\sqrt{3}$ cm
d) $14\sqrt{3}$ cm

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2. The area of a sector of a circle of radius 16 cm out off by an which is 18.5 cm long is
a) 168 cm²
b) 148 cm²
c) 154 cm²
d) 176 cm²

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1. In a piggy bank the number of 25 paise coins are five times the number of 50 paise coins. If there are 120 coins find the amount in the bank?
a) Rs. 25
b) Rs. 10
c) Rs. 35
d) Rs. 40

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2. Equation for the statement: thrice the length of a room is 340 metres.
a) 3l = 430
b) 3l = 340
c) 3 + l = 340
d) none

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1. Which of the following statements is false?
a) (-1)ⁿ = -1, if n is an odd integer
b) For any rational number a, a⁰ = 1
c) If 4 x 8^m = 2⁵ then m = 1
d) None of these

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2. If $x^{y}$ = $y^{x}$, then $\left (\frac{x}{y} \right )^\frac{x}{y}$ is equal to
a) $x^{\frac{x}{y}}$
b) $x^{\frac{x}{y} - 1}$
c) $x^{\frac{y}{x}}$
d) $x^{\frac{y}{x} - 1}$

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1. The circle has :
a) one line of symmetry
b) two lines of symmetry
c) three lines of symmetry
d) many lines of symmetry

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2. The figure having only two lines of symmetry in the following is ____________
a)
b)
c)
d)

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1. How many triangle can be seen in this drawing?
 
a) 3
b) 5
c) 6
d) 7

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2. How many corners does this shape below have?

a) 6
b) 10
c) 12
d) 13

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