A regular n-gon is inscribed in the unit circle. What is the perimeter for each n below? a.3 b.5 c.6 d.10 e.57 f.542 g. n h. The perimeter in part f should be close to what number? How close is it?
Aye, mate. I may be of some assistance. But first, I need a favor from ye. Tell me when the observatory is.
What observatory?
I really need help on this
Do you know Trigonometry? Or at least Law of Cosines?
If so, this site may helps: http://mathcentral.uregina.ca/QQ/database/QQ.09.07/h/lindsay2.html
I've been on that website. I just don't get it. Can you please just solve for A and show the steps so I could do the rest? Thanks.
I do know trig and law of cosines and sines
What A?
a.3 b.5 c.6 d.10 e.57 f.542 g. n h. The perimeter in part f should be close to what number? How close is it?
Please show me how to answer some of them with the steps. Thank You.
By A i meant n=3
From site, our equation would be \(P = nc = n\sqrt{2-2\cos\left(\dfrac{360^\text o}{n}\right)}\)
Do you understand how this equation was derived?
P is perimeter, n is the n-gon, what is c?
c is side.
How do I find the side? I am only given the n.
You can use law of cosines to find the length of sides:|dw:1436579931950:dw|
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