02:46

|| Find the surface area of cuboid, if || volume and surface areas ||

01:12

|| Find the volume of cube, if one side is || volume and surface areas ||

01:31

|| Find the volume of cuboid if || volume and surface areas ||

02:47

|| A rectangular grassy lawn measuring 45 m by 25 m has been surrounded by a path of 2 m wide ||

02:11

|| Calculate the area of shaded regions || Area of rectangle ||

01:29

|| Calculate the area of shaded regions || Area of rectangle ||

02:20

A rectangular field 70 m by 50 m has two paths running in the middle of it. one parallel to length

01:50

A rectangular field 80 m by 60 m has two cross roads each measuring 10 m wide running in the middle

01:41

A rectangle is 15 m long and 10 m wide. there is a smaller rectangle inside the original rectangle

02:29

A hall 10.5 m long and 8.5 m wide is surrounded by a path of 3.5 metres wide. find the area of path

03:10

A rectangle play ground is 25 m long and 15 m broad. a path of 3 meters width is all around inside

01:00

What happens when side of a square is doubled

04:30

Two rooms have same perimeter one is a square of side 15 m and another is rectangle of length 20 m

03:39

The total cost of ploughing a rectangle field at 2.25 per square metre is 45,000 ||

01:53

How many note books can be made out of a sheet of paper 105 cm by 22 cm. If each note book ||

01:24

The area of rectangular field is 27 square m and its length is 5 m. Find the breadth.

02:01

The area of a rectangular field is 7 hectares one of the side is 50 m. Find the other side

01:03

How many square mm are there in 5 square cm.

02:11

A tile is a square of side 1 cm. How many such tiles are needed to cover. The floorof area 960 dm.

02:01

Find the cost of a carpet at the rate of 25 per square metre. If the length of carpet is 225 m ||

02:38

The cost of painting a wall is 336 at the rate of 2 per square metre. Find its length ||

03:07

The length and breadth of a rectangle are 425 dm and 300 dm respectively . Find the area ||

01:41

Find the side of a square in mm. If it's area is 121 cm ||

01:07

Length and breadth of rectangle is 12 dam and 1 km. find the area ||

00:52

|| The side of a square is 3.9 cm. Find the area of square ||

01:54

Length and breadth of a rectangle is 48 dm and 3.6 cm. Find area of rectangle and perimeter ||

01:08

Find the area of rectangle whose length is 8.9cm and breadth is 5.6 cm || area and perimeter ||

01:31

|| Find the area of the following figures drawn on a squared paper || area and perimeter ||

01:00

Find the area of the following figures drawn on a squared paper || area and perimeter ||

00:25

Give examples of four objects Which are in the shape of || three dimensional figures ||

01:19

Draw a line CD and point E on it. Draw a perpendicular bisector of line CD such that E is mid point

01:27

Draw an angle of 90° and bisect it || #geometricalconstruction

00:52

Draw the perpendicular bisector of XY. If XY = 7.6 cm || #geometricalconstruction2

01:35

Draw AB = 5.2 cm. Find the mid point O of AB. Measure OB.#geometricalconstruction

00:43

Which of the following are polygons .|| #polygon

00:47

Which of the following are simple closed figure. || #polygon

01:13

Draw a parallelogram ABCD with AB = 6.5 cm, D = 4.8 cm and angle BAD = 70° ||

04:23

The angles of a quadrilateral are in the ratio 4 : 3 : 2 : 1. Find the measure of four angles ||

03:00

Two angles of a quadrilateral of measure 60° and 100° and the other two angles are equal ||

02:51

An angle of a quadrilateral is 120° and the remaining three angles are equal. find equal angles ||

01:52

The angles of the quadrilateral are 75°, 100, 120° and x. find the value of x || #quadrilateral ||

01:08

Find the diameter of the circle. if it's radius is 2.5 cm and 4.8 cm ||

01:03

Find the radius of the circle. if it's diameter is 9 cm and 14 cm ||

03:24

Make a figure of a circle and show || chord || Arc || Diameter || radius || semi - circle | secant

01:19

Write the definition || secant of circle || sector of a circle || segment of circle ||

00:31

Draw any circle of centre O. also draw the chord AB and CD || #circle #chord #centre ||

03:04

In the given figure below. B is the point on the side AC of triangle ACD show that AD + CD + AC

01:31

Three points M, N, O are collinear, as shown in figure. can triangle MNO be formed. if not why

01:41

Can these numbers form a triangle || Triangles and its constructions ||

02:02

Can these numbers form a triangle || Triangles and its constructions ||

01:31

|| Give the name of these Triangles || Triangles and its constructions | Transversals | parallel ||

02:22

|| Give the name of these Triangles || Triangles and its constructions | Transversals | parallel ||

03:46

In the figure of triangle ABC, AB is produced to D and AC is produced to E . angle A = 42 ||

02:01

|| Is the figure given here, find angle B and angle ADC || Triangles and its constructions |

03:04

In the given figure of triangle ABC, Find : ||

02:46

One of the exterior angles of a triangle is 110 and the ratio of its interior opposite angles

03:41

One of the exterior angles of a triangle is 120 and the difference of its interior opposite angles

02:05

In the given figure of triangle ABC, AC = BC.If angle B = 50. find angle A and angle C ||

01:18

What is the measure of each angle of an equilateral triangle ||

02:16

The given figure below is made up of two triangles. Find the sum of all angles ||