Root Calculator

Root Calculator – Easily find square roots, cube roots, and nth roots of numbers. Perfect for algebra, geometry, and real-world problem solving.

Root  Calculator Root Calculator

Square Root Calculator (√x)
Cube Root Calculator (∛x)
General Root Calculator (x^(1/n))
n

Description

🌱 Root Calculator – Find Square Roots, Cube Roots & Higher Roots

The Root Calculator helps you calculate square roots, cube roots, and nth roots of numbers with ease. It’s a powerful tool for solving problems in algebra, geometry, physics, and everyday life. Whether you’re simplifying radicals, checking perfect squares, or working with exponents, this calculator gives accurate results instantly.

📘 What It Calculates:

  • ✅ Square roots (x\sqrt{x}x​)

  • ✅ Cube roots (x3\sqrt[3]{x}3x​)

  • ✅ Higher-order roots (xn\sqrt[n]{x}nx​)

  • ✅ Works for both integers and decimals

💡 Features:

  • Easy input for any number

  • Calculates square, cube, and nth roots instantly

  • Step-by-step explanation of results

  • Handles both positive and negative numbers (for odd roots)

  • Useful in algebra, physics, geometry, and engineering

👤 Who Should Use This:

  • 📌 Students learning exponents and radicals

  • 📌 Teachers & tutors explaining roots in math

  • 📌 Scientists & engineers solving equations

  • 📌 Anyone needing quick root calculations

✅ Pro Tip:

The nth root of a number xxx is written as:

xn=x1n\sqrt[n]{x} = x^{\frac{1}{n}}nx​=xn1​

  • Even roots of negative numbers are not real (e.g., −4\sqrt{-4}−4​)

  • Odd roots of negative numbers are valid (e.g., −83=−2\sqrt[3]{-8} = -23−8​=−2)

🔗 Related Tools:

A square root of a number is a value that, when multiplied by itself, gives the original number. Example: 25 = 5 25 ​ =5.

A cube root ( 𝑥 3 3 x ​ ) is a number that, when multiplied by itself three times, equals the original number. Example: 27 3 = 3 3 27 ​ =3.

The nth root of a number 𝑥 x is a value that, when raised to the nth power, equals 𝑥 x.

They are used to solve quadratic and higher-order equations, simplify expressions, and understand functions.