r =
Radius of the circular base of the cone
i =
Height along outer slanted portion of cone from point on circumference to tip
h =
Height from the base of the cone to the tip
Choose the number of decimals to show in your answer. This is also known as significant figures. Select an appropriate amount of significant figures based on the precision of the input numbers.
Cone height, from center of base to tip, can be calculated with the radius and slant height using Pythagorean theorem.
If a cone to sliced exactly in half the cut face will be a triangle where the slant height of the cone forms the hypotenuse, finding the height then works like any other right angle triangle. h = √(i2 - r2) The height of a cone can be calculated if the slant height and radius of the circular base are known. How do we find the height of a cone where the slant height is 5 and the radius is 3? The height of a cone with slant height 5 and radius 3 is 4 linear units. Find the height of a cone with a radius of 4 and a slant height of 11. The height of a cone with a slant height of 11 and radius of 4 is approximately 10.247, rounding to three decimal places.Cone Slant Height Formula
Cone Slant Height Variables
Cone Slant Height Solution
Cone Slant Height Example