Current location - Training Enrollment Network - Mathematics courses - Mathematics in the second day of junior high school. Urgent! The sum of the inner angles of a polygon is equal to three times the sum of its outer angles. How many polygons does it have? Want the proc
Mathematics in the second day of junior high school. Urgent! The sum of the inner angles of a polygon is equal to three times the sum of its outer angles. How many polygons does it have? Want the proc
Mathematics in the second day of junior high school. Urgent! The sum of the inner angles of a polygon is equal to three times the sum of its outer angles. How many polygons does it have? Want the process! ! Hexagonal row

Because the sum of the outer angles is twice the sum of the inner angles, the inner angle is 720 degrees.

Take the positive multilateral route as an example:

Let the outer angle be x degrees and the inner angle be 2X degrees.

X+2X= 180: X=60, then the internal angle is 120 degrees.

720/ 120=6 faces