To find the slant height of a cone, we make use of a formula that is derived from the Pythagorean theorem, the radius of the cone, and the altitude of the cone. Answer and Explanation: If a cone has a radius (r) and altitude (h), then we find the slant height (s), using the...
The volume of a pyramid refers to the space or air enclosed within its surfaces. It is measured in cubic units like cubic meters, cubic inches or cubic feet. To find the volume of the prism we take a rectangular pyramid and a prism of the same height and base. If we fill the pyramid...
Volume of the Sphere IfRis the radius of the sphere then its volume is given by the formula- V = π R 3 HereVis the notation for the volume of the sphere Surface area of the Sphere Formula- S = 4 π R 2 whereSindicates the surface area of the sphere ...
Let rr be the radius of the cone and hemisphere and hh be the height of the cone. This implies, Volume of the cone =13πr2h=13πr2h Volume of the hemisphere =23πr3=23πr3 The volumes of the cone and hemisphere are equal. ...
cm. Find its perimeter. View Solution The area of a parallelogram is 243 sq.cm and its height is one-third of its base. Find the base. View Solution The area of base of a cylinder is 616cm2 and height is 30 cm. Find its volume and total surface area. View Solution...
The right rectangular pyramid calculator gives you all the information about the area and volume of a pyramid.
What if the given is slant height and base? How to find the volume of cone? Community Answer Use the Pythagorean Theorem to find the height, using the slant length as the hypotenuse and half the base as one side. Not Helpful 50 Helpful 84 Question If I double the height, will I...
Answer to: A right circular cylinder is inscribed inside a cone of radius R and height H. Find the largest possible volume of such cylinder. By...
Round to the nearest whole number.Sphere - VolumeA sphere is a solid geometric figure that represents a circular solid whose mass revolves around a center within a distance from the center called the radius of the sphere. Real-life examples of a sphere are a Socce...