The answer depends on the size of the sphere. When you've been around as long as
we have, you start to notice that big spheres have more surface, and small ones have
less surface. But whether the sphere is big or small, its surface in square feet is always
12.5664 times the square of its radius in feet.
Wiki User
∙ 13y agoThe surface area of a sphere with a 24 inch diameter is 1809.6 square inches = 12.6 sq feet
492,125,984 square feet
The surface area of an NBA men's official basketball is between 1.97 and 2.12 square feet.
A sphere has a single curved surface. It is said to have one surface. Further, the sphere has no "flat spots" or "angles" or "discontinuities" of any kind. It is a planar figure that is the set of all points equidistant from a single point, which is its center.A sphere has only one surface.
The question is ambiguous. Do you mean how many cubic feet are in a sphere with radius of 30 feet?
The surface area of a sphere with a 24 inch diameter is 1809.6 square inches = 12.6 sq feet
492,125,984 square feet
infinitely many, because a square feet is a surface and a cubic feet a volume. since a surface has no volume you can fit infinitly many in a cubic feet.
14 x 21 = 294 square feet.
24
Lake Okeechobee has a total surface area of 20,351,232,000 square feet.
A sphere has just the one entire surface area.
63 square feet. To get area, multiply length times width.
The surface area of an NBA men's official basketball is between 1.97 and 2.12 square feet.
That depends on the length and width of the room - there are many different rectangles that have the same surface, in this case, 100 square feet. 100 square feet = 14,400 square inches
One if it is solid, two if it is hollow
Square feet is the measure of an area, while cubic feet is the measure of a volume. They are not the same thing, so it is impossible to answer your question. Even if you converted the question to something more answerable, such as what is the surface area in square feet of a solid which has a volume of 1 cubic foot, the answer is not fixed. This is because different shapes have different surface areas even though they have the same volume. For example, a cube with a volume of 1 cubic foot will have a surface area of 6 square feet (each face of the cube has an area of 1 square foot). The surface area of a sphere with a volume of 1 cubic foot will have a surface area of (((3/4)/pi)^(1/3))^2 * 4 * pi square feet (about 4.8 square feet). In other words, in order to answer your question, we not only need to know the volume of the solid, but also the shape before we can tell you what the solid's surface area is.