0
What is the volume of a conical tent of radius 5 m formed by a cloth having an area of 165 sq m?
The radius of the tent, r = 5 m
Suppose the slant height = l m
Then the area of the cloth is pi*r*l = 165 m2
so l = 165/(5*pi) = 33/pi m = 10.504 m
If the vertical height of the tent is h m, then by Pythagoras,
h2 = l2 - r2 and therefore, h = 9.238 m
Then volume = 1/3*pi*r2*h = 241.85 m3
What else can I help you with?
What is the formula for the volume of a sphere with radius?
volume = 4/3 pi * (cubed radius)
What is the volume of a sphere when the radius is 3x3?
A sphere with a radius of 9 units has a volume of 3,053.63 units3
What is the radius of a sphere with a volume of 972 cm cubed?
volume sphere = 4/3 π radius³ → radius = ³√(¾ volume sphere ÷ π) = ³√(¾ × 972cm³ ÷ π) ≈ 6.1cm
A cubical solid block of metal 49cm 344cm 318cm is melted and formed into a solid sphere. Calculate the radius of the sphere.?
cuboid volume = 49 * 344 * 318 = 5,360,208 cu. cm.>(sphere) volume = 4/3 * pi *r3>radius = cube root ( (3* volume) / (4 * pi) ) = 108.566 cm
What is the volume of a sphere with radius of 2 m?
Volume of a sphere is 4/3 pi times the cube of its radius.
A conical tent has a radius of 4.1m and a height of 10.4m doubling which dimension will quadruple the volume of the tent?
Radius
What is the formula for volume of a conical flask?
The formula for the volume of a conical flask is V = (1/3)πr^2h, where V represents the volume, r is the radius of the base of the cone, and h is the height of the cone.
What is the volume of such a cylinder to the volume of the one having the same height but twice the radius?
A quarter.
An empty cylindrical container of radius 7 cm and height 10M is covered by a conical cap of radius 10.5M and height 9M Calculate the volume of air trapped inside?
577.5 cubic metre
What is the ratio of the volume of such a cylinder to the volume of one having twice the height but the same radius?
2 to 1
What is the ratio of the volume of a cylinder to the volume of a cylinder having the same height but twice the radius?
1 to 4
What is the volume of a sphere having a radius of 7 cm?
The volume would be 1436.7550...cm^3 and so on.
What is the radius of a cylinder having a height of 10cm and a volume of 500cm3?
r = 3.989 cm
Why is a conical cap provided to a pycnometer?
A conical cap is provided to a pscnometer to determine the volume of the test sample.
Find the volume of a cone having radius of the base 35 cm and slant height 37 cm?
The volume of this cone is 15,400 cm3
How do you find the radius of a cone knowing only the volume?
I cannot imagine you could. both the radius and the height are considered in it's volume formula. this stands to reason as two cones of different radii can have the same volume, by the larger radius one having a smaller height and vice versa
If a big drop of radius R is formed by 1000 small droplets of water then find the radius of small drop?
If a big drop is formed by 1000 small droplets of water, the radius of the small drop can be calculated using the formula for the volume of a sphere. If the radius of the big drop is R, then the volume of the big drop is equal to 1000 times the volume of the small drop, given by the formula (4/3)pi(R^3) = 1000*(4/3)pi(r^3), where r is the radius of the small drop. By solving for r, we can find the radius of the small drop.
