Question 1 :
In a$\displaystyle \Delta ABC$ if AB + BC = 12 cm, BC + CA = 14 cm CA + AB = 18 cm then the perimeter of the triangle is__
Question 2 :
If the difference between circumference and radius is 37 cm, then the area of a circle is
Question 3 :
The side of an equilateral triangle of area$ \displaystyle 64\sqrt{3}cm^{2} $ is
Question 4 :
In a triangle $ABC$, coordiantes of $A$ are $(1,2)$ and the equation of the medians through $B$ and $C$ are respectively, $x+y=5$ and $x=4$. Then area of $\triangle ABC$ (in $sq\ units $) is
Question 5 :
The radius of a circular field is $210$ m. The cost of fencing its circumference at the rate of Rs.$1.25$ per metre is
Question 6 :
A garden is $24\ m$ long and $14\ m$ wide. There is a path $1\ m$ wide outside the garden along its sides. If the path is to be constructed with square marble tiles $20\ cm\times 20\ cm$, find the number of tiles required to cover the path?
Question 7 :
Perimeter of a rectangular garden is $1.2 \times 10^5 km$ and length is $0.2 \times 10^5 km$. Find the area of the garden in standard form.
Question 8 :
Consider the railway platform which is in square shape having side length $2\ km$. Then area of the platform is $4$ ____.
Question 9 :
What is the perimeter of right angled triangle with the length of perpendicular sides $2\ m$?<br><br>
Question 10 :
An equilateral triangle, a square and a circle have equal perimeters. If $T$ denotes the area of the triangle, $S$ is the area of the square and $C$ the area of the circle, then:
Question 11 :
If the area of two similar triangles ABC and PQR are 49 $\displaystyle cm^{2}$ and 36$\displaystyle cm^{2}$ respectively and altitude of the first triangle is 2.1 cm then altitude of the second triangle is<br>
Question 12 :
If the area of a circle and a square are equal, then the ratio of their perimeters is
Question 13 :
One side of a parallelogram is 8 cm. If the corresponding altitude is 6 cm, then its area is given by
Question 14 :
What is the circumference of a circle whose radius is 8 cm?
Question 15 :
Two adjacent sides of a parallelogram are x and y and the included angle is$\displaystyle \alpha $ then the area of the parallelogram is
Question 16 :
The sides of a triangle having area $7776\ sq. cm$ are in the ratio $3 : 4 : 5$. The perimeter of the triangle is
Question 17 :
The perimeter of a triangle is $9m^2-2n+8$ and its two sides are $4m^2+3n$ and $7m^2+5n-12$. Find the third side of the triangle. 
Question 18 :
A postage stamp is $12$ mm in breadth and $20$ mm in length. Find the area of stamp in $cm^{2}$
Question 19 :
The area of an equilateral triangle of side $13$ cm, is
Question 20 :
If the circumference and the area of a circle are numerically equal, then what is the numerical value of the diameter?
Question 21 :
The length and breadth of a rectangular field are $260m$ and $130m$ respectively, then its area (in hectares) is ______ .
Question 23 :
A circular wire of radius 1 dm is cut and is placed along the circumference of a circle of radius of one metre. The angle subtended by the wire at the centre of the circle is equal to
Question 24 :
Find the area of a circular park whose circumference is $22$m.
Question 25 :
The side of a square is $2 cm$ and semicircles are constructed on each side of the square, then the area of the whole figure is
Question 26 :
The apothem of a square having its area numerically equal to its perimeter is compared with the apothem of an equilateral triangle having its area numerically equal to its perimeter. The first apothem will be:
Question 27 :
The diameters of two wheels are $10$ in. and $14$ in. The smaller makes $50$ more revolutions than the larger in going a certain distance. This distance, in inches, is
Question 28 :
The dimension of a rectangular court is such that if the length were increased by $2$ metres and the breadth diminished by the same, its area would be diminished by $12$ square metres, and if the length were increased by $2$ metres and its breadth increased by the same. Its area would be increased by $44$ square metres. Find the length.
Question 29 :
The perimeter of sheet of paper in the shape of a quadrant of a circle is 25 cm then area of the paper is <br>
Question 30 :
A boy walks diagonally across a square lot. What percent does he save by not walking along the edges(approximately)?
