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Every point on the circle is at ________ distance from the centre.

The most suitable rearrangement to solve 5 x 263 x 20 is

In an image formed by a mirror, the left portion of the object appears on the right and the right portion appears on the left. This is known as ___

If 1A2B5 is exactly divisible by 9, then the least value of (A + B) is

1. 12

Question 73.
Write the fraction represented by the unshaded portion of the following figure.

What is $-7\times -13$?

1. 19

In the given figure, the region bounded by arc AB and radii OA and OB is called ___.

15 - (6 + 6 $\times$ 6) $÷$ (9 + 5)

The Place value of 8 in 53684 in Indian number system is

The sides BC, CA and AB of $\Delta ABC$ are produced in order to form exterior angles $\angle ACD$ , $\angle ABG$, and $\angle CAE$ then $\angle ACD+\angle CAE+\angle ABG$ is

State if the following statement is true or false.

1. The set of numbers less than 10,000 is a finite set.

If you bought a pen worth Rs. 5.50 and a notebook worth Rs. 20.75 and paid the shopkeeper Rs. 30, how much will he return to you?

Identify the collective noun from the sentence below.

“I have to leave early to catch a flight tomorrow morning,” said Jack to the panel of judges.

In one kilometer, there are:

Find the value of $x$, if $14\times x=14$.

An angle is ${14}^{\circ }$ more than its complement. Then the measure of the angle is ___.

Rina was trying to make the figure 226626 using matchsticks. How many matchsticks would be required to complete the model?

0 ÷ (7) =?

When three lines intersect at three points, then how many angles will be formed?

Question 81 (i)

Simplify: $\frac{13}{11}\times \frac{-14}{5}+\frac{13}{11}\times \frac{-7}{5}+\frac{-13}{11}\times \frac{34}{5}$

Question 3(ii)
Simplify:
$(a^2+5)(b^3+3)+5$

With respect to the given image, choose the correct option:

1. 60

Question 2(c) :

Solve:

$\frac{7}{7}-\frac{5}{7}$

Question 56.

Choose a letter x, y, z, p etc...., wherever necessary, for the unknown (variable) and write the corresponding expressions for the given statement:

One more than twice the number.

Find the perimeter of a regular hexagon with each side measuring 8 cm.

Question 7(b)

In a village six fruit merchants sold the following number of fruit baskets in a particular season:
Observe this pictograph and answer the following question:
How many fruit baskets were sold by Anwar?

What is the least number which when divided by 32, 64 & 128 leaves the remainder as 8 ___.

Sunita knows that the sum of complementary angles is equal to ${90}^{\circ }$. She thinks that there can be a pair of complementary angles such that both of them are equal. Is she correct? If yes, then find such pair of angles.

One day Krishnayya and his 10 year old granddaughter Subbu are having the following conversation:

Subbu: Grandpa, When were you born?
Krishnayya then gave a Mathematical puzzle to his granddaughter to solve.

Grandfather: Kid, I am 8 more than 6 times your age by now(2015).
Subbu started thinking. Being good at Mathematics, Subbu screamed her grandpa's year of birth in less than a minute.
Which year do you think he was born?

Question 4 (i)

Write the following as decimal:

$\frac{12}{5}$

Question 1(a):

From the figure, identify:
The centre of circle
.

Question 5(d)
Find the product, using suitable properties:
$(-41)\times 102$

Question 3 (d)

Fill in the blanks:

(–4) + ___ = –12

The coefficient of xy in the expression '12xy + 6' is ___

What is the population of a city if the ratio is55:44

What a fraction equivalent to 5/3 with denominator 117

Three angles form a straight angle and they are in the ratio 2 : 4 : 3.

Find the measure of the smallest angle among them.

Draw a polygon with six lines of symmetry. [3 MARKS]

Find the missing number in the following statement

2.06+ __ = 2.16

Two numbers having only 1 as their common factor are called

If there are exactly two sides equal in a triangle, it is known as ___ triangle.

Consider the figure:

If $\angle A={50}^{\circ }$​, $\angle ACD={120}^{\circ }$​, and $x=2y,$ then $\angle B=$ ___ ${}^{\circ }$.

If the interior angle of a regular polygon is double the exterior angle, the polygon has ___sides.