Respuesta :
I see it in this way. Suppose the side of 4 units comes as close to the one of 6 units as possible, say on top. The other side would be two units. However, there would be no triangle. We need to 'open' it a bit. Since the sides are integers, the third side can't be 2.00001 units and the next vakue is 3. Then the triangle is 4, 6 and 3 units, so that the perimeter is 6+4+3 = 13 units. Of course, forget about the value of the angles. Clearly is not a right triangle. But no one asks about the angles, so ...
Perimeter of triangle is 14 units
Given that;
Two sides of triangle = 4 unit
Another side of triangle = 6 unit
Find:
Perimeter of triangle
Computation:
Perimeter of triangle = Sum of all sides
Perimeter of triangle = (2)(4) + 6
Perimeter of triangle = 8 + 6
Perimeter of triangle = 14 units
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