Let the radii of the smaller and the larger circles be 's' m and 'l' m respectively.
= 264 and = 352
s = and l =
Difference between the areas =
=
=
= (176 - 132)(176 + 132) /
= (44 x 308) / (22/7) = 4312 sq.m
volume = = 729;
=> a = 9
surface area= 6 = (6 x 9 x 9) = 486 sq.cm
4/3 ? x 10 x 10 x 10 = 8 x 4/3 ? x r x r x r
r = 5
4? x 5 x 5 = 100?
Volume of the wall = (2400 x 800 x 60) cu.cm
Volume of bricks = 90% of the volume of the wall
= [(90/100) x 2400 x 800 x 60] cu.cm
Volume of 1 brick = (24 x 12 x 8) cu.cm
Number of bricks = [(90/100) x (2400 x 800 x 60) ]/ (24 x 12 x 8) = 45000
Given height of the conical tent = 3 m
Diameter = 10 => Radius = D/2 = 10/2 = 5 m
Now, as the tent is in the conical form
Volume of the conical tent =
=> (22 x 5 x 5 x 3) / (7 x 3)
= 22 x 25/7
= 78.54 cu.m
Given each person requires 3.92 cu.m of air
=> Number of persons can be seated in the tent = 78.54/3.92 = 20.03 =~ 20
Given Circumference of a circular base of a cylinder = 44 cm
We know that Circumference of a circle =
Now given the height of a cylinder h = 15 cm
Volume of block=(6 x 9 x 12) cu.cm = 648 cu.cm
Side of largest cube = H.C.F of 6,9,12 = 3cm
Volume of the cube=(3 x 3 x 3)=27cu.cm
Number of cubes=(648/27)=24
Volume of the large cube = = 216 cu.cm.
Let the edge of the large cube be a.
So, = 216
=>a = 6 cm.
Required ratio =
Surface area = [2 (16 x 14 + 14 x 7 + 16 x 7)] sq.cm
= (2 x 434)sq.cm = 868 sq.cm
R =OA = OB = Radius of hemisphere.
= Radius of cylinder ABCD.
Height of the cylinder = BC = radius
Volume of cylinder/Volume of hemisphere =
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