Can someone please help me? 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 The perimeter in part f should be close to what number? How close is it?
got pic?
no, there is no picture @jdoe0001
but, how do I find the side lengths?
So, how would I do that for a 5-gon inscribed in the circle?
are u saying theyre both 60 or together they are 60?
is there some sort of formula to solve this? because to find the perimeter of a 542-gon inscribed in the circle, using a formula to figure it out is what makes sense
oh hey ok im here
do u want me to solve mahimas question or yours jhanny
mahmia this is what u do okay first see the length of one of the sides of tthis n gon and multibly by n
sorry, i don't understand. What do you mean by "see the length of one of the sides"
and do you mean multiply the length of the side by n?
Sorry, forget my explanation. I was missing some key concepts in it.
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see the vectors from the center have 360/3 separation for 3 god 360/4 for 4 gon 360/5 for 5 gon and so on
now u can use the cos law to find the length of each side
or write a vector subtraction magnitude equation
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