Inconsistency with Math.Round()

Question

I have two functions that are intended to contain angles between (-180,180] and (-π,π]. The intent is that given any angle from -inf to +inf it will retain the equivalent an

Answer 1

Isn't this a case for a modulo operation?

private double Wrap180(double value)
{
    // exact rounding of corner values
    if (value == 180) return 180.0;
    if (value == -180) return 180.0;

    // "shift" by 180 and use module, then shift back.
    double wrapped = ((Math.Abs(value) + 180.0) % 360.0) - 180.0;

    // handle negative values correctly
    if (value < 0) return -wrapped;
    return wrapped;
}

It passes this tests

    Assert.AreEqual(170.0, wrap(-190.0));
    Assert.AreEqual(180.0, wrap(-180.0));
    Assert.AreEqual(-170.0, wrap(-170.0));
    Assert.AreEqual(0.0, wrap(0.0));
    Assert.AreEqual(10.0, wrap(10.0));
    Assert.AreEqual(170.0, wrap(170.0));
    Assert.AreEqual(180.0, wrap(180.0));
    Assert.AreEqual(-170.0, wrap(190.0));