You have two block of clay in cube form and the edges are 10 cm.........?

Question

How many spheres with a radius of 5 cm can you make with that amount of clay?

Answer 1

3 spheres

Answer 2

Vol of sphere = 4/3 Pi x R^3
= 4/3 x 3.14 x 5 x 5 x 5
=522

Vol of cube = LWH
= 10x10x10
=1000
there are 2 cubes
= 2000 cm^3

There is only enough clay to make 3 spheres
2000/522= 3 with some left over

Answer 3

the volume of clay in the two cubes=2*10^3=2000 cm^3
volume of a sphere of radius5cm=(4/3)pi r^3=(4/3)pi* 5^3=
500/3 *pi=523.60 cm^3
the required number of spheres=2000/523.60=3.82
i.e only three complete spheres and some clay left over.

Answer 4

Your total volume is 2*10^3 = 2000 cm^3

One sphere has volume 4/3 * pi * 5^3

So just divide the total and round DOWN to the nearest whole number.

Answer 5

volume of one cube = 10^3 = 1000 cm^3
volume of 2 cubes = 2000 cm^3

Volume of a sphere with r = 5cm = (4/3)*pi*r^3 = 523.6 cm^3

2000 / 523.6 = 3.82

Therefore, you can make 3 spheres with r=5 and you will be left with 429.2 cm^3 of clay.

Please do not leave it in my garden.

Answer 6

The volume of the spheres will be 4 pi r^3/3, or 523.6 cc. You have 2000 cc of material. So you can make three, with almost enough material left over to make another one.

Answer 7

If you want the answer in full spheres. 3 spheres

Answer 8

it depends on the circumfrence of the eugenina adapterXtimes X times X equals a good time, do your own homework faulkernat

Answer 9

Do your own homework.