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Th esum is 3,600 degrees. 3,240 of them are inside
the 20-gon, and the other 360 are outside.
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∙ 10y ago
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What is the sum of acute angle is?
The sum of one angle is simply the measure of that angle.
What is the sum of the angle in a pentagon?
the angle sum of a pentagon is 540.
What is the definition for the word Angle Sum?
An angle sum is the sum (in degrees) of the particular angles you are measuring.
What does the sum of an angle mean?
The sum of an angle is a poitless concept: it is simply the measure of the angle and does not add any information.The sum of more than one angles refers to the sum of their values.
Is 720 degrees the angle sum of a hexagon?
Yes 720 is the angle sum of a hexagon.
How many sides does a 20gon have?
20
What is the sum of acute angle is?
The sum of one angle is simply the measure of that angle.
How do you find the angle sum of a parallelogram?
angle sum of a parallelogram
What is the sum of the angle in a pentagon?
the angle sum of a pentagon is 540.
What is the definition for the word Angle Sum?
An angle sum is the sum (in degrees) of the particular angles you are measuring.
What does the phrase 'angle sum' mean?
It means the sum of the angle measurements.
What is the sum of an angle for any angle?
It is the measure of the angle!
What does the sum of an angle mean?
The sum of an angle is a poitless concept: it is simply the measure of the angle and does not add any information.The sum of more than one angles refers to the sum of their values.
Is 720 degrees the angle sum of a hexagon?
Yes 720 is the angle sum of a hexagon.
What is the sum of an acute angle and a right angle?
An obtuse angle.
How many degrees are in the sum of an angle and an exterior angle of a regular polygon?
360 ________________________________________________ Sum of Interior Angles of a Polygon = 180 (n-2) Sum of Exterior Angles of a Polygon = 360 The sum of an angle and an exterior angle of a regular polygon is 360
Why is the angle sum of a trapezoid 360?
Because the angle sum of all quadrilaterals is 360 degrees.
