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make 120° when they are coplanar.

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Q: Two 60 degree angles
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Related questions

What kind of triangle has two 60 degree angles?

It is an equilateral triangle which in fact has three 60 degree angles


How many 60 degree angles are there in two right angles?

3


What tringle has two 60 degree angle?

An equilateral triangle has two 60 degree angles which must make its third angle also 60 degrees


What is the name of a triangle that has two 60 degree angles?

It is an equilateral triangle


Identify a triangle that has two sixty degree angles?

Isosceles.Improved Answer:If it has two 60 degree angles then the third angle must be 60 degrees because there are 180 degrees in a triangle.So it will be an equilateral triangle.


What is a triangle that has two 60 degree angles?

It is an equilateral triangle because its 3rd angle has to be 60 degrees


Does an acute triangle have two right angles?

No, in fact no triangle can have two right angles. The sum of all interior angles of any triangle is 180 degrees. All triangles must have three angles. A right angle is 90 degrees. So if a triangle has two ninety degree angles, there would be no third angle. An acute triangle has all three angles less than 90 degrees. The most common acute triangle is the equilateral 60-60-60 degree triangle.


Is 60 and 60 angle congruent?

Both 60 degree angles are congruent


Triangle with two 60 degree angles?

equilateral triangle (and so, if it is in Euclidean (plane) space, it has 3 angles all of which are 60°) otherwise (in Hyperbolic or Spherical space) it is an isosceles triangle.


In a certain parallelogram the degree measure of the largest angle is equal to twice the sum of the two smallest angles What is the measure of one of the small angles?

60


What triangle has one 60 degree angle?

An equilateral triangle has 3 interior 60 degree angles but a right angle triangle can have 3 interior angles of 90, 60 and 30 degrees


How do you know if a triangle has a 90 degree angle?

If the other two angles are either 30 and 60 or 45 and 45