Draw a square whose length of each side is `sqrt(24)` cm. Calculate its diagonal.

Find the area of a square whose each side is 7x cm.

Draw a equilateral triangle with length of side 6 cm .

The length of diagonal of each surface of a cube is 4sqrt2 cm. Calculate that total surface area of the cube.

Let's find the area of a square whole each side is 7x cm.

If two cubes of length of each side 2sqrt6 cm are placed side by side, then the length of the diagonal of the cuboid so produced is ___

Length of diagonal of a cube is 6sqrt3 cm. Calculate the volume of the cube.

Draw a triangle whose one of the side is 7.2 cm and adjacent angles of this side are 50^@ and 70^@ . Now draw the incircle of this traingle.

CHOOSE the correct answer from the following alternative : the rate of incrse of a side of a square is 1cm/sec. the rate of increase of area of the square, when length os a side of the square is 2 cm , is -

Let ABCD is a unit square and each side of the square is divided in the ratio alpha : (1-alpha) (0 lt alpha lt 1) . These points are connected to obtain another square. The sides of new square are divided in the ratio alpha : (1-alpha) and points are joined to obtain another square. The process is continued idefinitely. Let a_(n) denote the length of side and A_(n) the area of the n^(th) square The value of alpha for which side of n^(th) square equal to the diagonal of (n+1)^(th) square is

If the length of diagonal of a square is sqrt72 cm, then calculate the area of the square.