Volume of a sphere in cubic units = 4/3*pi*radius3
Volume of sphere in cubic inches = CDXII = 412 Formula for finding volume of sphere = 4/3*pi*radius3 In order to find the radius we must make the radius the subject of the formula. 4/3*pi*radius3 = 412 4*pi*radius3 = 412*3 radius3 = 412*3 divided by (4*pi) radius3 = 98.35775483 radius = 4.616039703 inches, done by cube rooting both sides of the formula. Therefore the radius of a sphere of 412 cubic inches is 4.616 inches, correct to three decimal places. Check that the answer is correct by substituting the answer into the formula which should out as 412 square inches.
Volume=lbh in a cube,l=b=h therefore,volume=a^3
To model the volume of a solid formed by rotating a curve around an axis using integration, you typically employ the disk or washer method. First, define the function that represents the curve and the limits of integration along the axis. Then, for the disk method, integrate the area of circular cross-sections (π times the radius squared) taken perpendicular to the axis of rotation. For the washer method, subtract the area of the inner radius from the outer radius, integrating over the same limits to find the total volume.
Approximately 546.1 ft2. To show work, The volume is 4/3 piR^3 and surface area is 4 pi R^2 Solve for R fromVolume; 1200 = 4/3 pi R^3 R = 6.58 A = 546
Use the formula. Given the limitations of the browser here, it is not easy to show the formula.Use the formula. Given the limitations of the browser here, it is not easy to show the formula.Use the formula. Given the limitations of the browser here, it is not easy to show the formula.Use the formula. Given the limitations of the browser here, it is not easy to show the formula.
Volume of sphere in cubic inches = CDXII = 412 Formula for finding volume of sphere = 4/3*pi*radius3 In order to find the radius we must make the radius the subject of the formula. 4/3*pi*radius3 = 412 4*pi*radius3 = 412*3 radius3 = 412*3 divided by (4*pi) radius3 = 98.35775483 radius = 4.616039703 inches, done by cube rooting both sides of the formula. Therefore the radius of a sphere of 412 cubic inches is 4.616 inches, correct to three decimal places. Check that the answer is correct by substituting the answer into the formula which should out as 412 square inches.
the answer is 30 times 4= 120yd
Volume=lbh in a cube,l=b=h therefore,volume=a^3
Volume = 4/3 * pi * r3 Volume = 4/3 * pi * (7.5)3 = 1767 ( units ) ----------------------------though the significant figures constraint may show 1800
When calculating volume, write down the formula you are using, the measurements or dimensions of the object or space, and show your calculations step by step. Make sure to include the unit of measurement in your answer.
To model the volume of a solid formed by rotating a curve around an axis using integration, you typically employ the disk or washer method. First, define the function that represents the curve and the limits of integration along the axis. Then, for the disk method, integrate the area of circular cross-sections (π times the radius squared) taken perpendicular to the axis of rotation. For the washer method, subtract the area of the inner radius from the outer radius, integrating over the same limits to find the total volume.
Volume is length x width x height.Alternate AnswerExplain that volume is the measurement of space taken up by something.Depending on the age of the children, you can teach them the formula for finding the volume of a given container. (V=BxHxW)If the children are smaller, show them different containers explaining each has volume, but at different amounts.
Approximately 546.1 ft2. To show work, The volume is 4/3 piR^3 and surface area is 4 pi R^2 Solve for R fromVolume; 1200 = 4/3 pi R^3 R = 6.58 A = 546
It doesn't show that, because a) a total solar eclipse tells you nothing about the Earth and b) the Earth IS a sphere, to within a fairly small tolerance.
Is air also known as volume
The structural formula show the spatial aspect of the molecule.
Use the formula. Given the limitations of the browser here, it is not easy to show the formula.Use the formula. Given the limitations of the browser here, it is not easy to show the formula.Use the formula. Given the limitations of the browser here, it is not easy to show the formula.Use the formula. Given the limitations of the browser here, it is not easy to show the formula.