Determine the area of the shaded region, given that the radius of the circle is 3 units and the inscribed polygon is a regular polygon. Give two forms for the answer: an expression involving radicals or the trigonometric functions; a calculator approximation rounded to three decimal places. ?square units ≈ ? square units
So what are the measure of the interior angles of the polygon?
I don't know, the question doesn't really specify the measures of the interior angles.
Formula for sum of the interior angles of a polygon (n-2) X180 deg
would it be 1,260? I don't know it that's correct.
if*
Thats correct. Now what would each interior angle be if the total is 1260?
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140?
Right,,now look at my drawing..We draw lines from the center in bisect each ANGLE..so what would be the length of the sides A and what would be the angles B?
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How would I work that out?
What is this?|dw:1446860593639:dw|
90 degrees?
No,,what does the line represent
I still don't get it.
radius
now look at my drawing what would A be?
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