The sum of all the angles found on any polygon is always found by this forumla: s = (n-2)180 "n" is the number of angles on the polygon; "s" is the sum. Therefore, replace "n" with "5": s = (5-2)180 s = 3 x 180 s = 540 The sum of the angles of a pentagon (5-sided polygon) is 540 degrees.
The 5 interior angles of any pentagon add up to 540 degrees
The sum of the interior angles of an n-gon is 180*(n-2) degrees. Whether the n-gon is regular does not matter. For a pentagon, n= 5 so the sum of the interior angles is 180*(5-2) = 540 degrees.
The sum of the five interior angles of ANY pentagon is 540 degrees.If the pentagon is regular, then each angle is 108 degrees.
180 degree( 5-2) is the sum of the interior angles. Now divide this by 5 since it is regular and that tells us all the angles have the same measure.
Sum_of_interior_angles = 180o x (number_of_sides - 2) So for a pentagon with 5 sides: sum = 180o x (5 - 2) = 540o
Total sum of interior angles of a pentagon: 540 degrees
Because , for a regular pentagon, the sum of the interior angles of a pentagon = (5-2)*180 = 540 degrees.
540 degrees
540o
The 5 interior angles add up to 540 degrees
The interior angles of a pentagon sum to 540 degrees.
The 5 interior angles of a pentagon add up to 540 degrees
It would actually be 180(n-2) where n equals the number of sides. For a pentagon, n =5 so sum of interior angles = 180(5-2) = 540. 540o is the sum of the interior angles for a pentagon.
Yes, the sum of the interior angles will be 540 deg.
A pentagon can have anywhere from none to three right angles. For a pentagon to have any right angles however, it has to be uneven, because the sum of all interior angles of a pentagon always equals 540 degrees.
The 5 interior angles of a pentagon add up to 540 degrees
For a pentagon, which has 5 sides, you can use the formula: Total Sum of Interior Angles = (5 - 2) * 180 degrees Total Sum of Interior Angles = 3 * 180 degrees Total Sum of Interior Angles = 540 degrees So, the total sum of the interior angles in a pentagon is 540 degrees.