![glossy](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/illustrations/blue-glossy.png)
![glossy](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/illustrations/purple-glossy.png)
![glossy](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/illustrations/fade_circle.png)
ICSE /Class 8
Maths MCQ Based On Area of a trapezium a polygon and semi circle
Our free online Maths test quiz for Class 8, ICSE will assist you to improve your Maths skills on every concept in a fun interactive way.
![glossy](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/illustrations/blue-glossy.png)
![glossy](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/illustrations/fade_circle.png)
![test-your-knowledge](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/test_your_knowledge/laptop_testyourknowledge.png)
Happy students
![img](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/subject/awesome-classes.png)
Awesome classes
ICSE Class 8 Maths Area of a trapezium a polygon and semi circle
|
\\(Area of a trapezium = \\frac{1}{2}\\times sum of parallel sides\\times distance between them\\)
There are three types of trapezium
Use the formula to find the area of the rhombus.
Find the sum of parallel sides and then apply the formula for area of a trapezium
area of equilateral triangle
Use the formula for the area of trapezium.
Two pairs of adjacent angles of a trapezium formed between the parallel sides and one of the non-parallel side, add up to 1800
In a regular trapezium, the non - parallel sides are equal
apply formula of area of trapezium
\\(Area of a trapezium = \\frac{1}{2}\\times sum of parallel sides\\times distance between them\\)
![](https://justtutors-cdn.azureedge.net/prod-resource/MasterData/inner_assets/assets/img/test_your_knowledge/banner.png)
At JustTutors, we believe in the power of digital technology to help students get personalized learning and attention from India's best-in-class science, english and math tutors. We are focused on creating a top-class e-learning platform that brings together the best teachers, technology, media, content for creating a seamless and world-class experience for every student.
![Justie](https://www.justtutors.com/assets/images/chatbot_justie.gif)