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It is an obtuse triangle

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Q: How do you classify a triangle with angle measures 110 degrees40 degreesand 30 degrees?
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Related questions

Is it possible to draw a unique triangle with angle measures of 35 degrees65 degreesand 100 degrees?

No because the 3 interior angles of any triangle add up to 180 degrees.


What do you look for if you want to classify a triangle?

Classifying triangles is a great skill to know.Acute Triangles: These are triangles with measures lessthan 90 degrees.Obtuse Triangles: Any triangle with measures greater than 90 Degrees.Right Triangle: Any triangle with a Right Angle (exactly 90 degrees)


If an isoceles triangle has angles of 20 degreesand 80 degreees what is the measure fore third angle?

The 3rd angle is 80 degrees


How do you classify a triangle with no congruent sides?

scalene triangle


How do you classify a triangle?

A triangle is classified as a 3 sided polygon.


What do you do to classify a length triangle?

math


How do you classify a acute triangle?

If the triangle is less than 90 degrees, it is an acute triangle


What triangle measures 162 degrees?

An obtuse triangle measures 162 degrees.


What do you write when classifying triangles?

there is many ways to write when classifying a triangle, you can classify it by its sides or angles. When you classify it by angles you can classify it by acute, obtuse, and right triangle. when classyfing it by sides its isosceles, equilateral, and scalene!


What kind of triangle has one angle that measures 13 one measures 40 and one measures 127 degrees?

An obtuse triangle.


How do you classify a rhombus?

One rectangle and two triangle


How do you classify a triangle by its angles?

If all three angles of a triangle measure less that 90 degrees (if all three angles are acute), the triangle is an acute triangle. A triangle that has a right angle (an angle the measures exactly 90 degrees) is a right triangle. (The other 2 angles will be acute angles.) A triangle that has an angle that is greater than 90 degrees (an obtuse angle), is an obtuse triangle. (The other 2 angles will be acute angles.)