Question 1202400
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We are given a triangle with sides a = 19 and b = 19. This triangle is isosceles (or could be equilateral).


The third side c has the interval of:
b-a < c < b+a
19-19 < c < 19+19
0 < c < 38
Refer to the <a href = "https://www.algebra.com/algebra/homework/Triangles/triangle-inequality-theorem.lesson">triangle inequality theorem</a> for more information.


If c is a positive whole number, then we can select values from this set {1,2,3,...,35,36,37}


c = 1 is the smallest side possible
c = <font color=red size=4>37</font> is the largest side possible for that missing 3rd side.
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