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For a triangle with sides a, b and c, what is the range of the length of side c? a = 15, b = 8, c =
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For any given sides a, b, and c of a triangle we have the rule that adding the lengths of two sides together cannot be more-than or equal-to the third side. i.e\[c<a+b\]
c can either be the shortest side or the longest side. So, figure out the limits in each of those cases.
|a-b|<c<|a+b|
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