The equation to calculate the magnitude of an interior angle is
You are watching: The figure shows a regular 9 sided polygon
For ours question,
To find the edge of any regular polygon you discover the variety of sides,
You then subtract 2 native the number of sides yielding 5.
Take 5 and also multiply that by 180 levels to yield the total number of degrees in the continual heptagon.
Then to discover one individual edge we division 900 through the total number of angles, 7.
The answer is
A regular polygon with
The amount of the exterior angle of any type of polygon, one every vertex, is
To uncover the edge of any regular polygon you uncover the variety of sides
You then subtract
Then to find one individual angle we divide
The answer is
See more: The Term &Quot;20 Past 4&Quot; Is Sometimes Used By, The Definition & Meaning
What is the measure of one exterior angle of a continual seventeen-sided polygon (nearest tenth of a degree)?
The amount of the actions of the exterior angles of any kind of polygon, one per vertex, is
What is the measure of one exterior angle of a continual twenty-three-sided polygon (nearest tenth that a degree)?
The amount of the steps of the exterior angles of any kind of polygon, one every vertex, is
What is the measure of one inner angle that a consistent twenty-three-sided polygon (nearest tenth of a degree)?
The measure up of each internal angle that a continuous polygon with
The easiest method to prize this is to note that, since an internal angle and an exterior angle type a linear pair - and also thus, a supplementary pair - each exterior edge would have actually measure
The polygon has 20 sides.
Eastern Washington University, Bachelors, Business: Finance. Western Governors University, Masters, mathematics Education.
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