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Answer:
For a triangle, the length of any side must be less than the sum of the lengths of the other two sides. Let's apply this to the given sides:
13) The third side can be any length less than \(9.5 + x\), where \(x\) is the third side.
15) The third side must be less than \(6 + 10 = 16\) and greater than \(10 - 6 = 4\).
14) The third side can be any length less than \(5.8 + x\).
16) The third side must be less than \(6.9 + 6.9 = 13.8\).
17) The third side must be less than \(11 + 8 = 19\) and greater than \(11 - 8 = 3\).
18) The third side must be less than \(14 + 11 = 25\) and greater than \(14 - 11 = 3\).
So, the ranges are:
13) \(9.5 < x < \infty\)
15) \(4 < x < 16\)
14) \(5.8 < x < \infty\)
16) \(0 < x < 13.8\)
17) \(3 < x < 19\)
18) \(3 < x < 25\)
Answer:
pakikipanayam/interbyu