AngouriMath
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RealRootExponent(AngouriMath.Entity)
Method (no overloads)
Summary
The rational exponent is, where it is one that
TakesTheRealRootOfANegative(PeterO.Numbers.ERational), or null. One with no variable is read for its value,
as evaluation reads it: written otherwise than as a rational,x^(1/(1 + 2)) and
x^((1/3) provided 2 > 1) compiled to the principal power, 1 + 1.73i at -8,
where evaluation takes the exponent1/3 and is -2.
TakesTheRealRootOfANegative(PeterO.Numbers.ERational), or null. One with no variable is read for its value,
as evaluation reads it: written otherwise than as a rational,
where evaluation takes the exponent
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