How do you convert a known volume to enclosed surface area?

Answer 1

well...lets call your known volume V. so...what kind of shape are we dealing with...eh, lets claim we are dealing with a sphere...we know the volume of the sphere is determined by v=(4/3)*pi*r^3 so we could solve for r (the radius).

so....

V=(4/3)*pi*r^3
r=((3V)/(4pi))^(1/3)

we can now substitute that r into our surface area of a sphere equation....which is SA=4*pi*r^2, so we would have

SA=4*pi*((3V)/(4pi))^(2/3)

a similar series of actions would occur for any other shape

hope this helps,

Matttlocke

Answer 2

You would need to know the shape of the object and whether or not it was symmetrical. Spherical would be the least possible surface area for any known volume.

Answer 3

You need a converter! Go to dollar tree store!

Answer 4

search the internet