Area of Triangles 3
[ Home ]

How to find areas of triangles using Heron's formula.

This topic is part of the TCS FREE high school mathematics 'How-to Library', and will help you to find areas of triangles using Heron's formula.
(See the index page for a list of all available topics in the library.) To make best use of this topic, you need to download the Maths Helper Plus software. Click here for instructions.


Consider a triangle with side lengths 'a', 'b' and 'c'. 

The area of the triangle is given by:



Maths Helper Plus can create a worked solution including a labelled diagram for finding the area of a triangle using Heron's formula.

Step 1 Download the free support file... We have created a Maths Helper Plus document to complement this topic. You can use it to practice the steps described below, and as a starting point for solving your own problems.

File name:  'Herons Formula.mhp'   File size: 8kb
Click here to download the file.

If you choose 'Open this file from its current location', then Maths Helper Plus should open the document immediately. If not, try the other option: 'Save this file to disk', then run Maths Helper Plus and choose the 'Open' command from the 'File' menu. Locate the saved file and open it. If you do not yet have Maths Helper Plus installed on your computer, click here for instructions.

Step 2  Display the parameters box

Press the F5 key to display the parameters box:


Click on the 'A' edit box with the mouse, then enter side 'a' your triangle. 

Similarly, enter side 'b' into the 'B' edit box, and side 'c' into the 'C' edit box..


Click the 'Update' button to refresh the diagram and calculations.


Step 3  Adjust the scale of the labelled diagram

If the labelled diagram is too large for the screen, then the scale needs to be reduced. Briefly press the F10 key enough times until the entire diagram is visible.


You can make the diagram bigger by holding down 'Ctrl' while you press F10.


Still don't understand or have further questions about this topic ?
Then ask us! Click here now!