If a cone (pyramid, cone) has a base area of S and a height of H, its volume is V-cone = 1/3Sh. Inference: If the radius of the bottom surface of a cone is R and the height is H, then its volume is V-cone = 1/3πr2h.

The surface area of the cone = the side area of the cone+the area of the bottom circle.

Where: the side area of the cone =πRL.

Total area of cone =πRl+πR2

π is pi 3. 14.

R is the radius of the circle at the bottom of the cone.

L is the generatrix length of the cone (note: it is not the height of the cone)

The formula for calculating the sector area is S=n/360πr2.