There's not enough information given to find a unique answer. With sides of 10 and 8, an infinite number of different triangles can be built, each with a different third side. The third side can be any length between 2 and 18 .
There may be a picture that goes along with this question, with some more information in the picture than what has been given here. Like for example, it may be some special kind of triangle.
The possible values for side x in the triangle are constrained by the triangle inequality theorem, yielding the range 2 < x < 18 . Without more specific constraints, a unique length cannot be determined. Additional information about the triangle is necessary for a specific answer.
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