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Is it impossible to draw an obtuse scalene triangle?

Updated: 8/20/2019
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11y ago

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The answer is no.

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11y ago
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Q: Is it impossible to draw an obtuse scalene triangle?
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Related questions

Which type of triangle is impossible to draw?

right obtuse triangle


Which of the following triangles are impossible to draw?

a right obtuse triangle, a scalene triangle, and a right equilateral triangle


Can you draw a scalene obtuse triangle?

Yes. Scalene simply means that a triangle's sides are all different lengths. Obtuse means that a triangle has an obtuse angle. Therefore, you can have an obtuse scalene triangle.


What triangles is impossible to draw right obtuse triangle right scalene triangle acute isosceles triangles or a obtuse scalene triangle?

A triangle can only have 1 right angle or 1 obtuse angle in it because its 3 interior angles add up to 180 degrees


How you draw an obtuse scalene triangle?

Draw a triangle with one obtuse angle (more than 90 degrees), where none of the side lengths or angles are equal to each other.


Can you Draw a scalene triangle?

Yes. Scalene simply means that a triangle's sides are all different lengths. Obtuse means that a triangle has an obtuse angle. Therefore, you can have an obtuse scalene triangle.


How do you draw an obtuse scalene triangle?

One angle must be an obtuse angle and the other two angles must be acute angles


Can you draw a obtuse isosceles triangle is it possible?

It's impossible.


Can you draw an obtuse scalene triangle?

Draw two lines AB and AC that meet at point A. The angle BAC is greater than 90° but less than 180°. Let AB > AC. Draw a third line BC to complete the triangle so that BC is not equal to AB or AC. The triangle is a scalene triangle containing an obtuse angle.


Is it possible to draw an obtuse scalene triangle?

Yes providing its other two acute angles are of different sizes


How do you draw a triangle with 1 acute angle and 2 obtuse angles?

Impossible


Can you draw a scalene obtuse triangle explain?

Yes, it's quite simple. First, let's define what a scalene obtuse triangle is and in so doing show that a scalene obtuse triangle CAN be constructed.'Scalene' means that all three sides are not equal (of different lengths).'Obtuse' means that at least one of the angles is greater than (>) 90o.So, as long as the triangle has 3 sides that are not equal and contains one angle that is >90o, you can create a scalene obtuse triangle.Another way to make sure you can construct the aforementioned is:If you know the lengths of the triagle sides you can add any two(2) of them the sum of which should be greater than the length of the 3rd side. This is know as the Triangle Inequality Theorem.Under the Resources link, there is a website to construct a scalene obtuse triangle as proof.