What is a Cone?
A Cone is obtained by rotating a line inclined at a fixed acute angle from a fixed axis of rotation. The sharp tip is called the apex of the Cone. If the rotating line is crossing the axis of rotation, then the resulting shape is a double-napped Cone - two oppositely placed Cones joined on the apex. Cutting a Cone by a plane will result in some important two-dimensional shapes like circles, ellipses, parabolas, and hyperbolas, depending on the angle of cutting.
How to Calculate Slant Height of Cone given Volume and Base Circumference?
Slant Height of Cone given Volume and Base Circumference calculator uses Slant Height of Cone = sqrt(((3*Volume of Cone)/(Base Circumference of Cone^2/(4*pi)))^2+(Base Circumference of Cone/(2*pi))^2) to calculate the Slant Height of Cone, The Slant Height of Cone given Volume and Base Circumference formula is defined as the length of the line segment joining the apex of the Cone to any point on the circumference of the circular base of the Cone, and calculated using the volume and base circumference of the Cone. Slant Height of Cone is denoted by h_{Slant} symbol.
How to calculate Slant Height of Cone given Volume and Base Circumference using this online calculator? To use this online calculator for Slant Height of Cone given Volume and Base Circumference, enter Volume of Cone (V) & Base Circumference of Cone (C_{Base}) and hit the calculate button. Here is how the Slant Height of Cone given Volume and Base Circumference calculation can be explained with given input values -> 10.9928 = sqrt(((3*520)/(60^2/(4*pi)))^2+(60/(2*pi))^2).