# Classifying Triangles Calculator

Table of contents

How to classify a triangle by its sides?How to classify a triangle by its angles?What are the two ways triangles are named?How to use the classifying triangles calculator?FAQsThe classifying triangles calculator can help you name a chosen triangle. Triangles have two types of names. With our calculator, you'll learn how to classify triangles by their sides. Then, you'll also find out how to name them based on the sizes of their angles.

## How to classify a triangle by its sides?

To classify a triangle by its sides, you need to check how many sides have equal lengths.

**Equilateral**triangle – has three equal sides (and three equal angles);**Isosceles**triangle – has two equal sides; and**Scalene**triangle – has no equal sides.

## How to classify a triangle by its angles?

There are three types of triangles based on their angles:

- If all of the triangle angles are less than 90°, then it's an
**acute**triangle; - If one of the angles measures more than 90°, it's an
**obtuse**triangle; and - If one of the angles is exactly 90°, then it's a
**right**triangle.

## What are the two ways triangles are named?

Now you know that triangles can be classified by their sides or angles. A triangle can be equilateral, isosceles, or scalene, but also acute, obtuse, or right. When you try using our classifying triangles calculator, you will also find out that you can mix these names to give a more detailed description:

**Equilateral**

sides | all equal |
---|---|

angles | all equal to 60° |

🔎 To calculate all the parameters of this kind of triangle, go to equilateral triangle calculator.

**Acute scalene**

sides | all different |
---|---|

angles | all less than 90° |

**Obtuse scalene**

sides | all different |
---|---|

angles | one larger than 90° |

**Right scalene**

sides | all different |
---|---|

angles | one equal to 90° |

🔎 To calculate all the parameters of a scalene triangle, go to the scalene triangle calculator.

**Acute****isosceles**

sides | two equal |
---|---|

angles | all less than 90° and two equal |

**Obtuse isosceles**

sides | two equal |
---|---|

angles | one larger than 90° and the other two equal |

**Right isosceles**

sides | two equal |
---|---|

angles | one equal to 90° and the other two equal |

🔎 To calculate all the parameters of a isosceles triangle, go to the isosceles triangle calculator.

💡 Did you know that if you know the length of the sides of a triangle, you can also determine the size of its angles? However, it doesn't work the other way around. You can't find the sides of a triangle from its angles. Learn more in the triangle side calculator.

## How to use the classifying triangles calculator?

With our calculator, you can find out the type of your triangle based on your parameters. You can input:

- Three sides;
- Angle and two sides; or
- Two angles.

Based on that, the classifying triangles calculator will:

- Give you other parameters that it could determine about your triangle;
- Tell you the type of your triangle, and
- Show you an example of what your type of triangle might look like.

### How to find the type of triangle with side lengths?

To find the type of a triangle, you need to check how many of its sides have the same length.

- If all of the sides are different, it's a scalene triangle;
- If all of the sides are the same, it's an equilateral triangle; and
- If two sides are the same, and one is different, is an isosceles triangle.

### What triangle has all equal sides?

An equilateral triangle has all three equal sides. It also always has all equal angles, and all of them measure 60 degrees.

### What makes a triangle acute?

A triangle is acute when all of its angles is less than 90 degrees. For example, a triangle with angles of 80, 70, and 30 degrees is an acute triangle (remember that the sum of angles of a triangle is always 180 degrees).