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The sum of the interior angles of a polygon is equal to three times the sum of its exterior angles. How many sides does the polygon have?
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Do you remember the formula of the sum of the interior angles of a polygon?
yap
What is it?
180(s – 2)
Now what is the equation for the sum of the exeterior angles?
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360
interior angles of a polygon is equal to three times the sum of its exterior angles
\[ 180^\circ(s-2)=3\times 360^\circ \]
Shouldn't you just solve for \(s\)?
yap
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What do you get?
is it 4
I don't think so.
If you divide both sides by \(180^\circ\) you get: \[ s-2=3\times 2 \]
is it 8
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I think \(8\) is right.
oh ok
Great job.
You're smart enough to do it.
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