How to use a surface area calculator in calculus?
Use this surface area calculator by entering the function and variables you want to differentiate against.
- The first step is to enter the given function in the space before the title function.
- Enter the variable x or y for which the given function is differentiated. It is the axis around which the curve revolves. Allcalculator.net's
- Enter the lower limit of the given function and let the lower limit in the revolution around the x-axis be a where the y-axis is c.
- Enter the upper limit of the given function and let the upper limit in the case of revolution around the x-axis be b and in the case of the y-axis be d.
- Click on the submit button to get the required surface area.
Mention some common area units.
Unit meter2
Kilometre2 1,000,000
Cenimeter2 0.0001
Millimeter2 0.000001
Micrometer2 0.000000000001
Hectare 10,000
Mile2 2,589,990
Yard2 0.83613
Foot2 0.092903
Inch2 0.00064516
Acre 4,046.86
What is the formula for the surface area?
The surface area of a sphere is A = 4πr2
r – Radius of the sphere
The surface area of a cube A = 6x2
x – Side length of the cube
Surface area of a cone A = πr2 + πr√ (r2 + h2)
h – height
r – radius of the cone
surface area of a cylinder A = 2 πr2 + 2 πrh
r – radius
h – the height of the cylinder
What do you mean by the area of the sphere calculator, and how can it be used?
The surface area of a sphere is a three-dimensional round-shaped solid figure. The sphere is the set of points equidistant from the centre point in a three-dimensional area. The distance between the boundary and the sphere's centre point is called the radius 'r.'
Use of area of sphere calculator:
- Enter the radius value in the required field
- Click on the solve button to get the sphere surface area
- Finally, the output field of the surface area of a sphere will be displayed
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