Loading
  1. Home
  2. University of Waterloo
  3. Science
  4. MATH 135
  5. Sell Question

Question

A simple convex polygon is a polygon that does not cross itself and for which no line segment between two points on the boundary ever goes outside the polygon.

Prove by induction that the sum of the interior angles in a simple convex polygon with n sides is (n-2)180(degree) for all integers n>=3.

I have no clue how to do this question, please help

 

 

Top Reviews
Similar Questions
a,b,c are integers, prove or disprove: gcd(a,c)=1 ==> gcd(ab,c)=gcd(b,c)
Write (1 + √ 3i) ^14 / (1 − i) ^22 in standard form. Show your work. 
For number 2, I got (b^5-5k^3)(b^5-5k^3), but I don't know how to prove it's a composite by using the information of 5 doesn't divideb^5-1 and b>5...
let p be prime. For an integer a, prove that [a]=[a]^(-1) if and only if [a]=[1] or [a]=[p-1] in Zp
Find all the square roots of two in Z119 without using a calculator. That is, solve[x^2] = [2] in Z119.   
Let a; b2Z.(a) Prove that gcd(a, b) divides gcd(3a+b, a^3)/>(b) Prove or disprove:  gcd(a, b) = gcd (3a+b, a^3)  
Find all the square roots of two in Z119 without using a calculator. That is, solve[x^2] = [2] in Z119.   
Need help with question 7 of this assignment. please provide answer in detail.

Solution Preview

Solution Preview Hidden as per Privacy Policy
This problem has been solved!

Get your own custom plagiarism free solution within 24 hours only for $9/page*.

Back To Top
#BoostYourGrades

Want a plagiarism free solution of this question ?

EYWELCOME30
100% money back guarantee
on each order.