ANSWER:
3240 degrees
Step-by-step explanation:
Sum of the Interior Angles
Sum of interior angles is 180° (n - 2). The way I remember this equation is by remembering that the equation contains 180° and the number of sides, and that the sum of interior angles of a triangle is 180°.
180° (18 - 2)
180° (16)
(200 - 20)° (16)
(3200 - 320)°
2880°
Can also find the sum by multiplying I by n
160° * 18
160° * (20 - 2)
3200° - 320°
Sum of the Interior angles
360° + 2880° = 3240°
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Answers & Comments
ANSWER:
3240 degrees
Step-by-step explanation:
Sum of the Interior Angles
Sum of interior angles is 180° (n - 2). The way I remember this equation is by remembering that the equation contains 180° and the number of sides, and that the sum of interior angles of a triangle is 180°.
180° (18 - 2)
180° (16)
(200 - 20)° (16)
(3200 - 320)°
2880°
Can also find the sum by multiplying I by n
160° * 18
160° * (20 - 2)
3200° - 320°
2880°
Sum of the Interior angles
360° + 2880° = 3240°