Check my answer, please? ^.^ Thanks! (ノ^ヮ^)ノ*:・゚✧*:・゚✧
Sketch the polygon described. If no such polygon exists, write "not possible". A regular polygon, one of whose angles has measure of 130. I believe it is \(\bf\color{red}{not~possible}\).
yes that is right
hmmm what makes you think is not possible?
Because the interior measure cannot exceed 180, right?
btw... .it doesn't say if it's an internal or external angle we're assuming is an internal angle I gather, but it really doesn't say
And I suppose so too, but the interior cannot have a measure greater that 108. right?
hmmm you mean the SUM of interior angles in a TRIANGLE, yes... they sum up to 180 but that's just a triangle, which can be a regular polygon of 3 angles
Oh .-.
well i thin interior angle can have measure greater than 108 yes they can
welll.... taking an assumption is an internal angle it's referring to sum of all internal angles in a polygon sum up to sides * angle = 180( sides - 2) so.... say we know the internal angles are 130 so angle = 130 sides = n n * 130 = 180( n -2) <---- if you solve for "n" to see how many sides it's.... what does it give you?
I have no idea
if it were an external angle sum of all external angles sum up to 360 or sides * angle = 360 angle = 130 sides = n n * 130 = 360 <---- solving for "n"... how many sides does it have?
well... is just a plain linear simplification.. surely you've covered that already, or you've been expected to
No, I have no idea what that is. .-. I know the formula to find how many sides, and I was alright at it, but now it confuses me.
well... to find the angles... is the same as to get the sum of all angles really the equation can get either
to find the sides rather...is the same equation as the sum of all angles.... the ones above ^
Okay, so would I take 180-130 then take that number and divide 130 by it to find the number of sides?
to find the sides assuming is 130 internal angle? sides * angle = 180( sides - 2) so.... say we know the internal angles are 130 so angle = 130 sides = n n * 130 = 180( n -2) <---- if you solve for "n" to see how many sides it's.... what does it give you?
Yeah, I know the formula, but I don't know how to get rid of the n's and still get a correct answer. Meaning I don't remember how to solve the algebra. .-.
hmm you may want to brush up your linear simplification first then
Okay, but how? o.O
(And sorry, I know I'm a lot of work. I have a terrible memory when it comes to math stuff.)
Help? @sleepyjess .-.
Bunny, here is a link i found http://www.algebra.com/algebra/homework/Triangles.faq.question.799486.html hopefully it helps
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