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Solid whose surface area is 4pie times the area squared?
The surface area of the 'sphere' is four times the area of a 'great circle',or (4 pi) times the RADIUS squared.
What is the measure of the number of square units needed to cover the outside of a figure or solid expressed in units squared.?
It is the surface area of the solid.
What is the surface area of this solid height 6 radius 2 height 8?
To calculate the surface area of a solid with a height of 6 and a radius of 2, we first need to clarify the shape of the solid. If it is a cylinder, the surface area is given by the formula ( SA = 2\pi r(h + r) ). For a cylinder with height 6 and radius 2, the surface area would be ( SA = 2\pi(2)(6 + 2) = 2\pi(2)(8) = 32\pi ). If the solid is a different shape, please specify for an accurate calculation.
Volume of cylindrical solid?
πr2h or the radius squared multiplied by pi multiplied by the vertical height of the cylinder.
How would you find the surface area of a cylinder with circle bored out of it?
Actually, answer 1 is for the volume, not the surface area. Aside from that, there are lots of ways to bore a hole in a cylinder. If it goes from one base (a flat face) to the other (or part of the way) parallel to the axis, answer 1 is correct (for the volume). If it is not parallel to the axis, or if it is bored from the curved surface of the cylinder, it is much more complicated. Assuming, as in answer 1, that the hole goes all the way from one base to the other parallel to the axis, to get the surface area you would add the surface area of the outer cylinder to that of the hole (just the curved surface portion), and then subtract the areas of the circular holes in the two bases, each of which is pi x the radius of the hole squared. I'm assuming you know how to calculate the surface area of a cylinder. This is the area of the curved surface, which is 2 x pi x the radius x the height, plus 2 x the area of each base, which is pi x the radius squared. ========================================================== Use the formula:- Volume of a cylinder = Pi X Radius squared X Length , to find the volume of a solid cylinder. Repeat the same calculation with the same formula, to find the Volume of the cylinder of fresh air within the cylinder . Subtract the fresh air Volume from the Solid Cylinder Volume. That will be your answer . Think about your problem, then it is dead easy.
Solid whose surface area is 4pie times the area squared?
The surface area of the 'sphere' is four times the area of a 'great circle',or (4 pi) times the RADIUS squared.
How do you find the surface area of two similar solids?
you put: a squared over b squared = surface area of the smaller solid over surface area of the bigger solid
Characteristic of solid sphere?
It has a surface area of: 4*pi*radius squared It has a volume of: 4/3*pi*radius cubed
A regular pyramid with a square base has a volume of 9M squared and an edge measuring 3M. Find the volume of a similar solid that has edge measuring of 4M?
The volume of the similar solid would be 16M squared.
What is the measure of the number of square units needed to cover the outside of a figure or solid expressed in units squared.?
It is the surface area of the solid.
What is a measure of the number of square units needed to cover the outside of a figure or solid expressed in units squared?
surface area
What is the surface area of this solid height 6 radius 2 height 8?
To calculate the surface area of a solid with a height of 6 and a radius of 2, we first need to clarify the shape of the solid. If it is a cylinder, the surface area is given by the formula ( SA = 2\pi r(h + r) ). For a cylinder with height 6 and radius 2, the surface area would be ( SA = 2\pi(2)(6 + 2) = 2\pi(2)(8) = 32\pi ). If the solid is a different shape, please specify for an accurate calculation.
Volume of cylindrical solid?
πr2h or the radius squared multiplied by pi multiplied by the vertical height of the cylinder.
Definition of solid angle?
solid angle is the ratio of the intercepted area dA of the spherical surface , described about the apex O as the centre ,to square of its radius r
How would you find the surface area of a cylinder with circle bored out of it?
Actually, answer 1 is for the volume, not the surface area. Aside from that, there are lots of ways to bore a hole in a cylinder. If it goes from one base (a flat face) to the other (or part of the way) parallel to the axis, answer 1 is correct (for the volume). If it is not parallel to the axis, or if it is bored from the curved surface of the cylinder, it is much more complicated. Assuming, as in answer 1, that the hole goes all the way from one base to the other parallel to the axis, to get the surface area you would add the surface area of the outer cylinder to that of the hole (just the curved surface portion), and then subtract the areas of the circular holes in the two bases, each of which is pi x the radius of the hole squared. I'm assuming you know how to calculate the surface area of a cylinder. This is the area of the curved surface, which is 2 x pi x the radius x the height, plus 2 x the area of each base, which is pi x the radius squared. ========================================================== Use the formula:- Volume of a cylinder = Pi X Radius squared X Length , to find the volume of a solid cylinder. Repeat the same calculation with the same formula, to find the Volume of the cylinder of fresh air within the cylinder . Subtract the fresh air Volume from the Solid Cylinder Volume. That will be your answer . Think about your problem, then it is dead easy.
What is total surface area of solid hemisphere of radius r?
It is in square units: (2*pi*radius2)+(pi*radius2)
What is a steradian?
A steradian is the solid angle subtended at the centre of a sphere by radius r by a portion of the surface of the sphere which has area r2.
