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A radical expression contains a root symbol (√). The nth root of x: ⁿ√x = x^(1/n). Square roots (n=2) are most common. Simplifying radicals means removing perfect square factors from inside the radical.

Guida passo passo

  1. 1√(ab) = √a × √b (product rule for radicals)
  2. 2√(a/b) = √a / √b (quotient rule)
  3. 3Simplify: √72 = √(36×2) = 6√2
  4. 4Rationalize denominator: 1/√2 = √2/2

Esempi risolti

Ingresso
√48
Risultato
4√3
√(16×3) = 4√3
Ingresso
∛(54)
Risultato
3∛2
∛(27×2) = 3∛2
Ingresso
√(x²y⁴)
Risultato
xy²
Assuming x,y ≥ 0

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