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What is the measure of the third angle of a triangle of the two interior angtles 45 degree and 38 degree?
Wiki User
∙ 11y ago
All up a triangle has 180 degrees on the interior so if we add 45 and 38 together we get 83. 180 minus 83 equals 97. So the degrees of the last angle is 97 degrees.
You learn this is seventh grade math.
Wiki User
∙ 11y ago
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What does a triangle with a 60 degree angle look like and what is its name?
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What triangle has one 60 degree angle?
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Which polygon has a measurement of 72 degree of the interior angles?
triangle
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What is the degree of triangle?
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In isosceles triangle WXY the interior angle W measures 100 degree. What is the measure of all three interior angles of triangle WXY?
100 degree, 40 degree and 40 degree.
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45 degree
What is the degree measure of each interior angle of a regular triangle?
60º
The measure of one interior angle in an isosceles triangle is 90 Degree. What are the measure of all three interior angles?
45°, 45°, and 90°
Two angles of a triangle measure 15 degree and 85 degree what is the measure for the third angle?
80 degrees(We're talking strictly about interior angles here.)
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Can a unique triangle with measure 111960 degree be made?
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What is a triangle with a 90 degree interior angle called?
A triangle with a 90o interior angle is called a 'right' triangle. BTW, any triangle can have only one 90o interior angle
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
What is the triangle with a 135 degree interior angle called?
obtuse
Which polygon has a measurement of 72 degree of the interior angles?
triangle
Angles of isoceles triangle?
The interior angles of a triangle add up to 180. So a triangle with 3 equal sides (or angles) will have 60-degree angles. * * * * * True, but the question is about an isosceles triangle, not an equilateral triangle. The angles of an isosceles triangle are x, x and 180-2x degree where x is a measure between 0 and 90 degrees.
