Determine the coordinate of the centre of mass of a right circular solid cone of base radius R and height h.

Determine the coordinates of the centre of mass of a right circular soild cone of base radius R and height h .

Find the volume of a right-circular cone of base radius r and height h.

The centr of mass of a right circular coneof height h, radius R and constant density rho is at

Using the method of integration, show that the volume of a right circular cone of base radius r and height h is V=1/3pir^2h .

Using the method of integration, show that the volume of a right circular cone of base radius r and height h is V=1/3pir^2h .

Derive the formula for the volume of right circular cone with radius r and height h.

A uniform solid hemisphere of radius r is joined to a uniform solid right circular cone of base radius r and height sqrt3r . If both have same density, then find the position of centre of mass from centre of hemisphere

A hemisphere of lead of radius 8cm is cast into a right circular cone of base radius 6cm. Determine the height of the cone, correct to two places of decimal.

A hemisphere of lead of radius 8cm is cast into a right circular cone of base radius 6cm. Determine the height of the cone, correct to two places of decimal.

A hemisphere of lead of radius 8cm is cast into a right circular cone of base radius 6cm. Determine the height of the cone, correct to two places of decimal.