anonymous
  • anonymous
I Will fan and medal if anyone can help me !!1. The sum of the measures of two exterior angles of a triangle is 246 degrees , what is the measure of the third exterior angle? (how would i solve this ) 2. How many sides does a regular polygon have if each extirior angle measures 72 ? a.84 b.96 c.112 d.124 i think its B
Mathematics
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chestercat
  • chestercat
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Durply
  • Durply
?
Durply
  • Durply
there should be 5
anonymous
  • anonymous
5 of what ?

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More answers

Durply
  • Durply
number 2 is 5
Durply
  • Durply
5 sides
Durply
  • Durply
360/72=5
Durply
  • Durply
are those the right answers?
anonymous
  • anonymous
OH , thats weird 5 is not one of the choices but i got the same thing as well ..... maybe my teacher messed up:/
anonymous
  • anonymous
ohh wait there wrong answers OMG thank you soo much !!!
Durply
  • Durply
yup XD
Durply
  • Durply
need anymore help?
Durply
  • Durply
@hi_openstudy
anonymous
  • anonymous
Yheaa , How would I solve this ? The sum of the measures of two exterior angles of a triangle is 246 degrees , what is the measure of the third exterior angle? (how would i solve this A.84 B. 96 C. 112 d. 1124
anonymous
  • anonymous
it should be 84
anonymous
  • anonymous
Thank you !
anonymous
  • anonymous
nevermind I have it wrong
anonymous
  • anonymous
did you use a formula to get that answer ? @Revan_Malak
Durply
  • Durply
is that the whole question?
anonymous
  • anonymous
no I didin't
Durply
  • Durply
OMG
Durply
  • Durply
my bad this is easy
anonymous
  • anonymous
Yhea it is the whole question !
anonymous
  • anonymous
lol
anonymous
  • anonymous
curious did I get it right
Durply
  • Durply
Sum of exterior angles=360 degrees
Durply
  • Durply
but 112 is not 360?
Durply
  • Durply
you 100% that those are right answers?
Durply
  • Durply
its should be 130
Durply
  • Durply
@hi_openstudy
anonymous
  • anonymous
yhea this time im sure ... lol
anonymous
  • anonymous
@Durply
Durply
  • Durply
here
Durply
  • Durply
http://www.regentsprep.org/regents/math/geometry/gp5/lextang.htm

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