The measures 7, 13, and 16 do not correspond to angles in a standard geometric context since angles are typically measured in degrees or radians. If you are referring to angles in a triangle, the sum of the angles must equal 180 degrees, which these values do not satisfy. If you meant something else by "def," please clarify so I can provide a more accurate response.
To find the ratio of the measures of angles DEF, which are 7, 13, and 16, you simply express these numbers in their simplest form. The ratio is 7:13:16. This indicates that for every 7 parts of the first angle, there are 13 parts of the second angle and 16 parts of the third angle.
If its a regular hexadecagon then each of its 16 exterior angles measures 22.5 degrees
2520 degrees
Exterior angles add up to 360 degrees Interior angles up to 2520 degrees
208 square feet.
If its a regular hexadecagon then each of its 16 exterior angles measures 22.5 degrees
2520 degrees
(2 x 16 - 4) right angles = 28 right angles = 28 x 90 = 2520 degrees
Exterior angles add up to 360 degrees Interior angles up to 2520 degrees
Interior angles add up to 2520 degrees Exterior angles add up to 360 degrees
(18-2)*180 = 16*180 = 2880 degrees.
The interior angles of a polygon with n sides add to (n-2)*180 degrees So, if n= 16, the sum of the interior angles is 14*180 = 2520 degrees.
208 square feet.
A right triangle will always have 1 90 degree angle and the angles of a triangle always add up to 180. Therefore, one of the other angles will be 90 and one will be 180-90-16=74.
16 sides polygon have 16 angles
Use the formula (n - 2)180 to find the sum of the measures of the interior angles of any regular convex polygon, where n is the number of sides. (n - 2)180 = (18 - 2)180 = (16)180 = 2880
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