Surd

Tersedia

Real-valued nth root.

Bentuk

Surd[x, n]

Contoh terverifikasiSurd[8, 3] → 2 Surd[27, 3] → 3 Surd[16, 4] → 2 Surd[-8, 3] → -2 Surd[x, 3] → Surd[x, 3]\[CubeRoot](-8) → -2 Head[\[CubeRoot]y] → Surd

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Topik

Elementary Functions - Exponential Functions
New In90 Alphabetical Listing - S
New In90 Mathematics And Algorithms - New Algebraic Numbers

Terkait

Power Sqrt CubeRoot Re Exp Log Log10 Log2 Saturday ScaleDivisions SliceDistribution SpearmanRho

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