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Algebraic Expressions Quiz Question  Answer 

State True or False: Addition of $$ 5a+3b, \ a2b, \ 3a+5b $$ is $$9a+6b$$. 
True 
State True or False: $$ b^2y9b^2y+2b^2y5b^2y $$ is equal to $$11b^2y $$. 
True 
State True or False: $$ 7x^2+18x^2+3x^25x^2 $$ is equal to $$9x^2 $$ 
True 
$$\displaystyle 4x\left( 2y+5x \right) $$ is equal to  $$\displaystyle x+2y$$ 
On subtracting 7x+5y3 from 5y3x9 we get  10x6 
The number of terms is $$\displaystyle 6x^{3}+5x^{2}2x+3$$  $$4$$ 
What must be subtracted from $$3x^{2}+4y^{2}5$$ to get $$2x^{2}3y^{2}+5$$?  $$x^2 + 7y^2  10$$ 
State true or false. After Subtracting $$(1 + x + 2x^{2}  3x^{3})$$ from $$(2x^{2} 4x^{3} +4x + 9)$$ we get $$(x^{3} + 3x +8)$$. 
True 
Evaluate : $$ 7x9y+33x5y+8 $$  $$4x14y+11 $$ 
State True or False: Addition of $$ a3b+3, \ 2a+53c, \ 6c15+6b $$ is $$3a+3b+3c7$$. 
True 
Comparing Quantities Quiz Question  Answer 

The price at which an article is purchased is called its  CP 
A reduction of 20% in the price of onions enables a purchaser to obtain 8 kg more Rs 80.What is the reduced price per kg? What was the price per kg before reduction?  Rs 2, Rs 2.50 
Rohit received an interest of Rs 2520 at the rate 7 % after 3 years. Find out the principal for which he received this interest.  Rs 12,000 
On selling a wristwatch for Rs 1100 there is some loss. If the same wristwatch is sold for Rs 1600, the profit is equal to the loss. Find the cost price of the wristwatch.  Rs.1300 
Define loss.  If SP is less than CP then seller is said to have loss 
John borrows Rs. $$2000$$ from the bank. The Principal of the loan is _____. 
Rs. $$2000$$ 
Identify which amount is the original amount of money, the amount before any interest is applied? 
principal 
Three partners, A, B and C shared profits in the ratio $$2:3:4$$. A new partner D joined who took half of the shares of each A and C. If D's share of profit now is Rs. $$100$$, find the total profit.  Rs. $$200$$ 
Due to reduction of interest rate from 8% to 7.5% by bank, one man got Rs. 600 less as compared to early annual receipts. The amount deposited in the bank is _______________. 
Rs. $$1, 20, 000$$ 
What is the cost price of a pen if it is sold for Rs 60 gaining 20% profit?  Rs 72 
Congruence Of Triangles Quiz Question  Answer 

Given that $$\Delta ABC = \Delta FDE$$ and $$AB = 5 cm, \angle B = 40^{0}$$ and $$\angle A = 80^{0}$$ then which of the following relation is true? 
$$DF=5cm,\angle E=60^{0}$$ 
ABC is an isosceles triangle with AB $$= $$AC and D is a point on BC such that $$AD \perp BC$$ (Fig. 7.13). To prove that $$\angle BAD = \angle CAD,$$ a student proceeded as follows: $$\Delta ABD$$ and $$ \Delta ACD,$$ AB $$=$$ AC (Given) $$\angle B = \angle C$$ (because AB $$=$$ AC) and $$\angle ADB = \angle ADC$$ Therefore, $$\Delta ABD \cong \Delta ACD (AAS)$$ So, $$\angle BAD = \angle CAD (CPCT)$$ What is the defect in the above arguments? 
It is defective to use $$\angle ABD = \angle ACD$$ for proving this result. 
Given $$\Delta OAP \cong \Delta OBP$$ in figure, the criteria by which the triangles are congruent is: 
$$SAS$$ 
If $$\Delta ABC \cong \Delta DEF$$ by SSS congruence rule then 
$$AB=DE,BC=EF,CA=FD$$ 
In $$\Delta ABC$$ and $$\Delta DEF$$, AB = DF and $$\angle A = \angle D$$. The two triangles will be congruent by SAS axiom if :  AC = DE 
In triangles ABC and DEF, AB $$=$$ FD and $$\angle A = \angle D$$. The two triangles will be congruent by SAS axiom if : 
AC $$=$$ DE 
In $$\Delta ABC$$ and $$\Delta DEF$$, $$AB=FD$$, $$\angle A= \angle D$$. The two triangles will be congruent by SAS axiom if :  $$AC=DE$$ 
In the given figure, If OA=OB,OD=OC, then $$\Delta AOD \cong \Delta BOC$$ by congruence rule: 
SAS 
If $$\Delta ABC \cong \Delta DEF$$ by SSS congruence rule then :  $$AB=DE, BC=EF, CA=FD$$ 
In the given figure, if $$AB=DC$$, $$\angle ABD= \angle CDB$$, which congruence rule would you apply to prove $$\Delta ABD$$ $$\cong \Delta CDB$$ ? 
SAS 
Data Handling Quiz Question  Answer 

Find the mean of $$22,16,19,12,26,32,87,58$$  34 
Find the mean of $$31,45,84,23,67$$  48 
In an experiment, the sum of probabilities of all events is : 
$$1$$ 
Which of the following cannot be the probability of an event? 
$$1.5$$ 
Can the probability of an event be greater than 1? If yes enter 1 else 0. 
0 
Value of the middlemost observation(s) is called:  Median 
Which one of the following cannot be the probability of an event? 
$$\dfrac{1}{6}$$ 
Median divides the total frequency into _____ equal parts.  $$2$$ 
If P (E) denotes the probability of an event E, then  $$0\leq P(E)\leq 1$$ 
When a die is thrown, list the outcomes of an event of getting a prime number.  $$2, 3, 5$$ 
Exponents And Powers Quiz Question  Answer 

Evaluate: $$({(10)^0} + (12)^{0})\times (18)^{0}$$  $$2$$ 
The value of $$\displaystyle \left ( 1^{2}+2^{2}+3^{2} \right )^{2}$$ is:  $$196$$ 
Simplify: $$\displaystyle \left ( a \right )^{9}\times \left ( b \right )^{9}$$  $$\displaystyle \left ( ab \right )^{9}$$ 
Simplify the following using law of exponents. $$(3^2)\times (3^2)^4$$ 
$$3^{10}$$ 
Find: $$7^{5} \div 7^{3}=$$ 
$$7^{2}$$ 
The expanded form of $$a^6$$ is  $$a\, \times\, a\, \times\, a\, \times\, a\, \times\, a\, \times\, a$$ 
If $$3^{n} = 27$$, then $$3^{n  2}$$ $$=$$? 
$$3$$ 
Standard form of $$900000000000$$ is 
$$9\times10^{11}$$ 
What is the value of $$2^{0.64}*2^{0.36}$$ ? 
2 
$$(1)^{11}$$ value is:  $$1$$ 
Fractions And Decimals Quiz Question  Answer 

$$5.6 \times 4.5 + 3.4= ?$$  28.6 
Solve the given $$3.005+4.7$$ 
$$7.705$$ 
$$ \displaystyle \frac{1}{7} $$ of $$49$$ litre $$=$$ ____litre  $$7$$ 
Any mixed fraction can be divided into two parts and they are:  Whole number and proper fraction 
Subtract the given decimals: $$4.17$$ from $$5.5$$  $$1.33$$ 
Simplified value for $$12.500 + 8.75 + 2.25$$ is 
$$23.500$$ 
Evaluate the expression $$\displaystyle 1.5625+0.750.3125$$  $$2$$ 
Mixed fraction for $$\displaystyle \frac {39}{12}$$ is  $$3\displaystyle \frac {3}{12}$$ 
Find the sum of $$1.2$$ and $$2.3$$.  $$3.5$$ 
The number equal to 22 thousandths is  0.022 
Integers Quiz Question  Answer 

Multiplication of integers satisfies the property of  All of these 
$$(1)$$ is not a multiplicative identity of integers.  True 
Find the missing value: $$(7)\times 4 = 4 \times ......$$  $$7$$ 
Associative property holds for subtraction of integer.  False 
Commutative property does not hold for subtraction of integers.  True 
$$(5)\times (8)\times 0$$ is a positive integers.  False 
Closer property holds for division of integers.  False 
Multiplication fact $$(8)\times (12)=96$$ is same as division fact $$96\div (12)=8$$.  True 
Calculate: $$12(7)$$  $$5$$ 
$$(25)(6+4)$$ is not the same as  $$(25)\times 6\times 4$$ 
Lines And Angles Quiz Question  Answer 

Two supplementary angles are in the ratio 4 :The angles are 
$$80^{\circ}, 100^{\circ}$$ 
The complement of $$(90^oa)$$ is :  $$a$$ 
Find the complement of the angle : $$\dfrac{1}{4}$$ of a right angle. 
$$67 \cdot 5^o$$ 
Find the angle which is $$20^o$$ more than its supplement.  $$100$$ 
Find the measure of the complementary angle of each of $$20^o$$. 
$$70^o$$ 
State true or false: The complement of the angle $$(150a+b)^o$$ is $$(a  b  60)^o$$. 
True 
Find the angle which is $$30^o$$ more than its complement.  $$60$$ 
State true or false: The supplement of the angle $$(120 + a 2b)^o$$ is $$(60a+2b)^o$$ 
True 
Find the angle which is equal to its supplement  $$90$$ 
If a transversal intersects a pair of lines in such a way that the sum of interior angles on the same side of transversal is $$180^o$$, then the lines are 
parallel 
Perimeter And Area Quiz Question  Answer 

The area of a circle is the measurement of the region enclosed by its  Circumference 
Circumference of a circle is .....................  $$2\pi r$$ 
Calculate the radius of a circle whose circumference is $$44\ cm$$? 
$$7\ cm$$. 
Consider the railway platform which is in square shape having side length $$2\ km$$. Then area of the platform is $$4$$ ____.  $$km^{2}$$ 
Circumference of a circle is always 
more than three times of its diameter 
State true or false. The area of a circle whose radius is $$2.1$$ m is $$13.86\,\, m^2$$ 
True 
Area of a circle is ...................  $$\pi r^2$$ 
What is the area of the circular ring included between two concentric circles of radius $$14$$ cm and $$10.5$$ cm ?  $$269\ cm^2$$ 
In Fig. 9.4, the area of parallelogram ABCD is : 
DC x DL 
One side of a parallelogram is $$8$$ cm. If the corresponding altitude is $$6$$ cm, then its area is given by 
$$48\: cm^2$$ 
Practical Geometry Quiz Question  Answer 

Which of the following is wrong conclusion for lines $$l$$ and $$m$$ given image? 
Coincident 
Identify the given lines $$l,\ m$$ are ________. 
Parallel 
While constructing a parallel line to a given line, we______.  copy an angle 
Whether the given statement is true or false Triangle given in image is a right angle triangle. 
True 
State true or false: A scalene triangle is a triangle in which all three sides have different lengths. 
True 
In the given figure showing the construction of parallel lines$$f$$ and $$m$$, the $$\angle PAQ$$ corresponds to the $$\angle CBD$$. 
True 
Length of sides of a $$\triangle ABC$$ is $$AB=5\ cm$$, $$AC = 3\ cm$$ and $$BC=4\ cm$$. If the construction of the triangle formed by these three sides include following steps, then answer the following question: Which of the following is the last step of construction? Steps of construction: Step 1. Now join $$A$$ to $$C$$ and $$B$$ to $$C$$. Step 2. Assuming $$A$$ a centre draw an arc of radius $$3 \ \ cm$$ Step 3. Now assuming $$B$$ as centre draw an arc of $$4 \ \ cm$$ intersecting the previous arc at $$C$$. StepDraw a line segment $$AB= 5 \ cm$$ 
1 
The steps for construction of $$\triangle DEF$$ with $$DE = 4\ cm, EF=6.5\ cm$$ and $$DF = 8.6\ cm$$ are given below in jumbled order: Draw arcs of length $$4\ cm$$ from $$D$$ and $$6.5\ cm$$ from $$F$$ and mark the intersection point as $$E$$. Join $$DE$$ and $$FE$$. Draw a line segment of length $$DF = 8.6\ cm$$. The correct order of the steps is: 
$$312$$ 
The construction of a parallel line for a given point and a given line can be obtained by constructing equal corresponding angles.  True 
Length of sides of a $$\triangle ABC$$ is $$AB=5\ cm$$, $$AC = 3\ cm$$ and $$BC=4\ cm$$. If the construction of the triangle formed by these three sides include following steps, then answer the following question: Which of the following step is not a part of construction? Steps of construction: StepDraw a line segment $$AB=5\ \ cm$$ Step 2. Assuming $$A$$ a centre draw an arc of radius $$3 \ \ cm$$ Step 3. Now assuming $$B$$ as centre draw an arc of $$4 \ \ cm$$ intersecting the previous arc at $$C$$. StepNow join $$A$$ to $$C$$ and $$B$$ to $$C$$. 
none of these 
Rational Numbers Quiz Question  Answer 

Which of the following number lines, represents rational numbers?  All of the above 
$$\dfrac{x + y}{2}$$ is a rational number  Between x and y 
State whether the statement is true (T) or false (F). $$\dfrac{7}{2}$$ lies between $$3$$ and $$4.$$ 
True 
State whether the statements are true (T) or false (F). The population of India in $$200405$$ is a rational number. 
True 
State whether the statements are true (T) or false (F). Every whole number is a rational number. 
True 
Which of the following is rational  $$\dfrac { 0 }{ 4 } $$ 
Which of the following numbers is a rational number?  $$y ^ { 2 } = 16$$ 
List five rational numbers between :  1 and 0 
The value of $$\left( \sqrt { 2 } +1 \right) ^{ 6 }+\left( \sqrt { 2 } 1 \right) ^{ 6 }$4  99 
An example of a rational number between $$\sqrt { 2 } $$ and $$\sqrt { 15 } $$ is  2.6 
Simple Equations Quiz Question  Answer 

Solve for $$x$$: $$3x+9=33$$  $$8$$ 
Solve the following equation: $$y+3 = 10$$  $$7$$ 
If $$\cfrac{t}{5} = 10$$, then $$t$$ is equal to 
$$50$$ 
If $$\dfrac{2x}{3}= 18$$, then $$x $$ is equal to 
$$27$$ 
Solve the following equation: $$x2 = 7$$  $$9$$ 
$$\text{If } 6x=12, \text{ then } x \text{ is}$$  $$2$$ 
When $$6$$ is subtracted from four times a number, the result is $$54$$. What is the number?  $$15$$ 
Solve the following equation: $$6 = z+2$$  $$4$$ 
The solution of the equation $$7+3(x+5)=31$$ is  $$3$$ 
If $$7x9 = 16$$, then $$x$$ is equal to: 
$$x = \dfrac{25}{7}$$ 
Symmetry Quiz Question  Answer  

The order of rotational symmetry for the given figure is__________ 
4  
Which of the following figures has only one line of symmetry?  
Write all the capital letters of the English alphabets which have two lines of symmetry.  H, I and X  
A regular pentagon has how many lines of symmetry ? 
5  
State whether true or false: The letter F has no line of symmetry. 
True  
Which of the following alphabet has many lines of symmetry?  O  B 
State whether true or false: The letter B has one line of symmetry. 
True  
State whether true or false: The letter O has only two lines of symmetry. 
False  
State whether true or false: The letter N has one line of symmetry. 
False  
State whether true or false: The letter D has two lines of symmetry. 
False 
The Triangle And Its Properties Quiz Question  Answer 

The pair of adjacent sides in the given quadrilateral is ___. 
AB, BC 
Which of the given figures is a quadrilateral?  
AM is a median of a $$\triangle ABC$$. Which of the following is true? 
AB + BM + MC > AC 
Which two triangles have $$\angle B$$ as common? 
$$\triangle ABD \ and \ \triangle ABC$$ 
Some of the angles in the given figure are 
$$\angle BCA$$ 
Identify all the triangles in the given figure. 
DEB 
Following is pair of opposite sides in the given quadrilateral. 
AB, CD 
The distance from A to town B is five miles. C is six miles from B. Which of the following could be the distance from A to C? I. $$11$$ II. $$1$$ III. $$7$$ 
I, II and III 
Write the correct answer of the following: The median of a triangle divides it into two 
triangles of equal area 
A triangle with all 3 equal sides is called  equilateral 
Visualising Solid Shapes Quiz Question  Answer 

If you look at this object from the top, what will you see? 

A polyhedron can have 3 faces.  False 
Which of the following is the net for a cylinder?  
Three regular polygons are joined together as shown in the figure. What is the size of the angle marked x between the square and the hexagon? 
$$48^0$$ 
Which 3D figure has 7 faces, 15 edges and 10 vertices?  Pentagonal prism 
The edges of a surface are: 
lines 
The side faces of a pyramid are 
triangles 
The flat surface of a solid figure is called a  face 
How many edges does the following figure have? 
8 
The faces of a cube are  Squares 
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