public EquilateralTriangle(Triangle t)
: base(t.SegmentA, t.SegmentB, t.SegmentC)
{
if (!Utilities.CompareValues(t.SegmentA.Length, t.SegmentB.Length))
{
throw new ArgumentException("Equilateral Triangle constructed with non-congruent segments " + t.SegmentA.ToString() + " " + t.SegmentB.ToString());
}
if (!Utilities.CompareValues(t.SegmentA.Length, t.SegmentC.Length))
{
throw new ArgumentException("Equilateral Triangle constructed with non-congruent segments " + t.SegmentA.ToString() + " " + t.SegmentC.ToString());
}
if (!Utilities.CompareValues(t.SegmentB.Length, t.SegmentC.Length))
{
throw new ArgumentException("Equilateral Triangle constructed with non-congruent segments " + t.SegmentB.ToString() + " " + t.SegmentC.ToString());
}
provenIsosceles = true;
provenEquilateral = true;
// Need to capture all owners as well; if a triangle is strengthened.
this.AddAtomicRegions(t.atoms);
this.GetFigureAsAtomicRegion().AddOwners(t.GetFigureAsAtomicRegion().owners);
}
public EquilateralTriangle(Triangle t) : base(t.SegmentA, t.SegmentB, t.SegmentC)
{
if (!Utilities.CompareValues(t.SegmentA.Length, t.SegmentB.Length))
{
throw new ArgumentException("Equilateral Triangle constructed with non-congruent segments " + t.SegmentA.ToString() + " " + t.SegmentB.ToString());
}
if (!Utilities.CompareValues(t.SegmentA.Length, t.SegmentC.Length))
{
throw new ArgumentException("Equilateral Triangle constructed with non-congruent segments " + t.SegmentA.ToString() + " " + t.SegmentC.ToString());
}
if (!Utilities.CompareValues(t.SegmentB.Length, t.SegmentC.Length))
{
throw new ArgumentException("Equilateral Triangle constructed with non-congruent segments " + t.SegmentB.ToString() + " " + t.SegmentC.ToString());
}
provenIsosceles = true;
provenEquilateral = true;
// Need to capture all owners as well; if a triangle is strengthened.
this.AddAtomicRegions(t.atoms);
this.GetFigureAsAtomicRegion().AddOwners(t.GetFigureAsAtomicRegion().owners);
}