Created By : Abhinandan Kumar

Reviewed By : Rajashekhar Valipishetty

Last Updated : May 30, 2023


Enter the Radius(r)

Enter the Height(h)


Volume of a Cone radius 50 inches by 40 inches is 104666.666405 inches3

The Volume of a Cone is equal to the area of the base π r2 times the height h/3 . If volume of a cone radius 50 inches by 40 inches is 104666.666405 inches3.


    Volume of Cone 50 in by 40 in in other units

Value unit
2.6585333 km3
1.6519401 mi3
2658.5333267 m3
8722.2222004 ft3
104666.666405 in3
2907.4074001 yd3
265853.3326687 cm3
2658533.326687 mm3

Steps:

Volume of Cone π x radius2 x $height\above 1pt3$

Substitute the value of the radius r = 50.0 in height h = 40.0 in into the formula to find the volume. Pi (π) is approximately equal to 3.14 .

π x 502 in2 x $40\above 1pt3$ in

Raise 50 in power of 2

π x 2500.0 in2 x $40\above 1pt3$ in

Divide 40 by 3

π x 2500.0 in2 x 13.3333333 in

Multiply 2500.0 in2 and 13.3333333 in

π x 33333.33325 in3

Combine π and 33333.33325 in3

The result can be shown in multiple forms.

Exact Form

Volume = 33333.33325π in3

∴ Volume of Cone radius 50 in and height 40 in is 33333.33325π in3

Decimal Form

Volume = 104666.666405 in3

∴ Volume of Cone radius 50 in and height 40 in is 104666.666405 in3