Number
Square Root √
12
Cube Root ∛
5.24148279
4th Root ∜
3.46410162
100% Private
Runs locally. Nothing uploaded.
Square Root Calculator finds the square root of any number online for free. Also shows cube root and fourth root instantly.
Written & reviewed by Helperzy Editorial Team · Updated July 2026
Number
Square Root √
12
Cube Root ∛
5.24148279
4th Root ∜
3.46410162
100% Private
Runs locally. Nothing uploaded.
Type any number into the input field. Positive values return all three roots, while negatives return only the cube root since even roots of negatives are not real. Decimals work exactly as whole numbers do.
The square root, cube root, and fourth root appear instantly as you type, with no button to press. Values are rounded for readability while full precision is kept internally. Compare them to see how higher roots move toward one.
Read the results or change the number to calculate again immediately. Because everything runs in your browser, the answers update live and stay private. Use it to sanity-check spreadsheet or homework results.
The Helperzy Square Root Calculator hands you the square root of any positive number the moment you type it, and it shows the cube root and the fourth root of the same value alongside so you can compare several roots at a glance. There is no button to press and nothing to install — the results update live as you edit the number. It is a quick companion for homework, engineering estimates, and any moment you want to verify a root without digging out a scientific calculator or a phone app. Whether you are checking a side length from an area, confirming a standard deviation, or exploring how roots behave for large numbers, you get the answer without leaving your browser or signing up for anything. A root is the reverse of raising a number to a power. The square root of a number is the value that, multiplied by itself, gives the original: √16 is 4 because 4 × 4 = 16. The cube root, written ∛, is the value that when multiplied three times returns the original number, so ∛27 is 3 because 3 × 3 × 3 = 27. The fourth root is the value multiplied four times to get back the original, so the fourth root of 81 is 3 because 3 × 3 × 3 × 3 = 81. In general notation, the nth root of x equals x raised to the power 1/n. The calculator uses this exponent form internally, relying on your browser's built-in math library, which means answers match a scientific calculator to full 64-bit floating-point accuracy — roughly fifteen significant digits, far more than practical work ever demands. Here is a concrete run. Enter 2.25 and the tool shows a square root of 1.5, because 1.5 × 1.5 = 2.25. At the same time it reports the cube root of 2.25 as approximately 1.3104 and the fourth root as roughly 1.2247, since taking the fourth root is the same as taking the square root twice — √(√2.25) = √1.5 ≈ 1.2247. Try a larger number: enter 1000 and the square root is about 31.623, the cube root is exactly 10 (because 10 × 10 × 10 = 1000), and the fourth root is roughly 5.623. Seeing all three together makes it easy to spot how higher roots pull a number closer to one, and how the cube root sits between the square root and the fourth root for any value above one. Roots turn up far more often than most people expect. In geometry you take a square root to recover a side length from an area — a room with 20 square metres of floor has sides of √20 ≈ 4.47 metres. In statistics you square-root a variance to find the standard deviation. In physics, roots appear in period formulas for pendulums and orbital mechanics. In finance the nth root converts a total growth factor into an annual rate: if an investment doubled over nine years, the annual multiplier is the ninth root of 2, about 1.08 or 8 percent per year. A fast, reliable way to check a root cuts down on small arithmetic slips in longer calculations and keeps you moving. A few things are worth knowing before you rely on the results. The square root and fourth root of a negative number are not real values — no real number multiplied by itself an even number of times can produce a negative — so the calculator shows a clear message rather than an error for those inputs. The cube root, and any odd root, is defined for negatives, so ∛(−8) correctly returns −2. Displayed values are rounded for readability while full precision is kept internally, and you can enter decimals with as many places as you like. Everything runs inside your browser with no network request, so your numbers are never uploaded, logged, or shared, which keeps the tool fast and private even on a slow connection.
√x = x^(1/2) · ∛x = x^(1/3) · fourth root = x^(1/4) (the nth root is x raised to the power 1/n)
Input
16
Result
√16 = 4
4 × 4 = 16, so the square root is 4.
Input
2.25
Result
√2.25 = 1.5; fourth root ≈ 1.2247
1.5 × 1.5 = 2.25; the fourth root is √1.5 ≈ 1.2247.
Type any number into the Helperzy Square Root Calculator and the square root appears instantly, along with the cube root and fourth root of the same value. There is no button to press — results update as you type. Everything runs in your browser, so your numbers stay private and are never uploaded anywhere.
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