To calculate the percentage of a sphere immersed in water, you will need to know the radius of the sphere and the depth of the water. The formula for finding the percentage is (4/3)πr³ / 4/3πr³ x 100. This will give you the percentage of the sphere that is submerged in water.
Yes, the formula is the same for all sizes of spheres. As long as you have the radius of the sphere and the depth of the water, you can use the formula to calculate the percentage of immersion.
No, this calculation is specifically for spheres. The formula takes into account the unique shape and volume of a sphere, so it cannot be applied to other shapes or objects.
This calculation is a close approximation and may not be 100% accurate. It also assumes that the sphere is a perfect shape and does not account for any irregularities in the surface of the sphere or the water level.
No, this calculation only gives the percentage of the sphere that is submerged in water. To determine the volume of the submerged portion, you would need to use a different formula that takes into account the depth of immersion.