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What shape has an interior angle sum of 1620?
It is an 11 sided polygon whose interior angles add up to 1620 degrees
What is the degree of an right triangle?
90 degree but not just for a triangle it can be 90 degree square or what ever shape you talking about
How many sides does a exterior angle of 1620 degrees have?
To determine the number of sides of a polygon based on its exterior angle, you can use the formula ( n = \frac{360}{\text{exterior angle}} ). For an exterior angle of 1620 degrees, you calculate ( n = \frac{360}{1620} ), which simplifies to ( n = \frac{1}{4.5} ). Since ( n ) must be a whole number, a 1620-degree exterior angle does not correspond to any polygon with a finite number of sides.
What is the name of a polygon with 12 sides and angles?
The shape with 12 side is called DoDeragon, the degree for the shape is 140 degree.... -I'm guessing...sorry if it wrong....
What is the degree of rotation of a shape with rotational symmetry?
90
How many sides does a 1620 degree polygon have?
11 sides
What shape has an interior angle sum of 1620?
It is an 11 sided polygon whose interior angles add up to 1620 degrees
What is the angle sum of a shape with 11 sides?
The formula to find the sum of the angles of any shape is: (sideCount-2)*180 If the shape has 11 sides the total interior angle is: 1620.
What is an example of a 180 degree shape?
A 180 Degree shape would be a line a straight line or diagnal like this: _____________
How many degrees inside undecagon?
An undecagon is an 11 sided shape and its interior angles add up to 1620 degrees
How many degrees in an 11 sided shape?
The interior angles of an 11 sided polygon add up to 1620 degrees
What is 1623 rounded to the nearest ten?
1620
When did the mayflower get here?
november 11 1620
When did pilgrims arrive in North America?
at 1620
What is the degree of an right triangle?
90 degree but not just for a triangle it can be 90 degree square or what ever shape you talking about
When was the founding of Plymouth?
Plymouth colony was founded in 1620. The Plymouth car brand was founded in 1928.
How many sides does a exterior angle of 1620 degrees have?
To determine the number of sides of a polygon based on its exterior angle, you can use the formula ( n = \frac{360}{\text{exterior angle}} ). For an exterior angle of 1620 degrees, you calculate ( n = \frac{360}{1620} ), which simplifies to ( n = \frac{1}{4.5} ). Since ( n ) must be a whole number, a 1620-degree exterior angle does not correspond to any polygon with a finite number of sides.
