# Height of a Parallelogram Calculator

'**Height of a Parallelogram Calculator**' is an online tool that helps to calculate the height of a parallelogram.

## What is Height of a Parallelogram Calculator?

Online Height of a Parallelogram calculator helps you to calculate the height of a parallelogram within a few seconds.

### Height of a Parallelogram Calculator

**NOTE:** Please enter upto three digits only.

## How to Use Height of a Parallelogram Calculator?

Please follow the below steps to find the height of a parallelogram:

**Step1:**Enter the area and base value of the parallelogram in the given input box.**Step 2:**Click on the**"Calculate"**button to find the height of a parallelogram.**Step 3:**Click on the**"Reset"**button to clear the fields and find the height of a parallelogram for different values.

## How to Find Height of a Parallelogram?

A parallelogram is defined as a convex polygon with 4 edges and 4 vertices. It is a type of quadrilateral where the opposite sides are parallel and equal. The area of a parallelogram is defined as the product of its base and height. The area of the parallelogram is calculated using the formula:

Area of Parallelogram = Base × Height

**Height of the parallelogram(h) = Area(A) / base(b)**

Let us see how to find the height of a parallelogram with the help of the following example.

**Solved Examples on Height of a Parallelogram Calculator**

**Example 1:**

Find height of parallelogram whose area is 100 square units and base is 10 units and verify it using the height of a parallelogram calculator.

**Solution:**

Given: Area = 100 sqaure units, Base = 10 units

Height of the parallelogram(h) = Area(A) / base(b)

= 100 / 10

= 10 units

Therefore, height of the parallelogram(h) is 10 units.

**Example 2:**

Find height of parallelogram whose area is 430 square units and base is 5 units and verify it using the height of a parallelogram calculator.

**Solution:**

Given: Area = 430 sqaure units, Base = 5 units

Height of the parallelogram(h) = Area(A) / base(b)

= 430 / 5

= 86 units

Therefore, height of the parallelogram(h) is 86 units.

**Example 3:**

Find height of parallelogram whose area is 800 square units and base is 24 units and verify it using the height of a parallelogram calculator.

**Solution:**

Given: Area = 800 sqaure units, Base = 24 units

Height of the parallelogram(h) = Area(A) / base(b)

= 800 / 24

= 33.33 units

Therefore, height of the parallelogram(h) is 33.33 units.

Similarly, you can try the height of a parallelogram calculator to find the height of the parallelogram with the following dimensions:

1) Area of parallelogram = 125 square units and base of parallelogram = 12 units

2) Area of parallelogram = 75 square units and base of parallelogram = 18 units

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