26 degrees
Two ways to calculate the required angle. 1) Use the formula S = 2n - 4 right angles S is the sum of the interior angles of a polygon, n is the number of sides. Then, S = (2 x 15) - 4 = 26 right angles = 26 x 90 = 2340° So, each interior angle of a regular 15-sided polygon measures 2340/15 = 156° 2) Calculate the exterior angle and subtract from 180° to obtain the interior angle. Sum of exterior angles = 360° Each exterior angle measures, 360/15 = 24° Each interior angle measures, 180 - 24 = 156°
the angle of elevation from L to K measures 55 degrees. If JK=26,find JL. roind to the nearest tenth
26 degrees
For an n-sided regular polygon, the sum of the interior angles is equal to 180 x (n - 2). In the case of a 28-sided polygon, this would be 180 x (28 - 2) = 180 x 26 = 4680 degrees.
hi
Sum of internal angles = (2n - 4)right angles, where n is the number of side and a right angle is 90 degrees. So we have here (30 - 4) x 90 degrees which is equal to 26 x 90 = 2340 degrees
It is 360/26 = 13 degrees 50' 46.15''
An angle that measures 26 degrees would be considered an "acute" angle. This is because its degrees measurement in smaller than 90. Anything above 90 would be considered "obtuse".
26 degrees
Two ways to calculate the required angle. 1) Use the formula S = 2n - 4 right angles S is the sum of the interior angles of a polygon, n is the number of sides. Then, S = (2 x 15) - 4 = 26 right angles = 26 x 90 = 2340° So, each interior angle of a regular 15-sided polygon measures 2340/15 = 156° 2) Calculate the exterior angle and subtract from 180° to obtain the interior angle. Sum of exterior angles = 360° Each exterior angle measures, 360/15 = 24° Each interior angle measures, 180 - 24 = 156°
It will have 26 sides
A 26-gon
the angle of elevation from L to K measures 55 degrees. If JK=26,find JL. roind to the nearest tenth
Kim Ho-Gon was born on 1951-03-26.
26 degrees
The sum of the exterior angles of any polygon add up to 360 degrees