Formula For Radius Of Cylinder

Radius of a Cylinder Calculator

'Radius of a Cylinder Calculator' is an online tool that helps to calculate the radius of a cylinder.

What is Radius of a Cylinder Estimator?

Online radius of a cylinder reckoner helps you to calculate the Radius of a Cylinder in a few seconds.

Radius of a Cylinder Figurer

How to Utilise Radius of a Cylinder Calculator?

Delight follow the beneath steps to observe the radius of a cylinder:

Step 1: Enter the volume of the cylinder in the given input box.
Step 2:Enter the superlative of the cylinder in the given input box.
Step 3:Click on the"Calculate" button to find the radius of a cylinder.
Step 4:Click on the "Reset" button to clear the fields and find the radius of a cylinder for different values.

How to Find Radius of a Cylinder?

The cylinder is defined as a three-dimensional solid figure which consists of 2 circular bases connected with two parallel lines. From the volume of cylinder formula, nosotros can notice the radius of the cylinder.

The book of a cylinder is the capacity of the cylinder or the measure of the amount of space information technology occupies. It is calculated with the help of the formula, V = πr²h

The radius of a cylinder(r) = √(Five / π × h), where Five is the volume of a cylinder, h is the height of the cylinder, and π(Pi) is a mathematical constant with an gauge value of 3.14.

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Solved Examples on Radius of a Cylinder Figurer

Instance 1:

Notice the radius of a cylinder whose volume is 100 cubic units and the height of the cylinder is 5 units?

Solution:

The radius of a cylinder(r) = √(5 / π × h)

= √(100 / π × 5)

= 2.523 units

Therefore, the radius of a cylinder is ii.523 units.

Example 2:

Discover the radius of a cylinder whose volume is 300 cubic units and the height of the cylinder is 3 units?

Solution:

The radius of a cylinder(r) = √(5 / π × h)

= √(300 / π × 3)

= √(100/π)

= 5.639

Therefore, the radius of a cylinder is 5.639 units.

Example 3:

Detect the radius of a cylinder whose book is 500 cubic units and the tiptop of the cylinder is ix units?

Solution:

The radius of a cylinder(r) = √(V / π × h)

= √(500 / π × 9)

= four.205 units

Therefore, the radius of a cylinder is iv.205 units.

Similarly, yous tin can endeavor the estimator to determine the radius of a cylinder with the following dimensions:

1) Volume of cylinder = 144 cubic units, elevation of a cylinder = 7 units

2) Book of cylinder = 169 cubic units, height of a cylinder = 12 units

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