Advanced Arithmetic

Scientific Calculator

One calculator surface for trig, logs, roots, exponents, constants, and quick validation.

Type or click buttons
Expression Degrees · Trig-ready
Result 3.5

Use `sin`, `cos`, `tan`, `asin`, `acos`, `atan`, `log`, `ln`, `sqrt`, `abs`, `pi`, `e`, `^`, and `%` (modulo).

Live Result 3.5

Primary evaluated output based on the current expression.

Current Parse

Normalized expression

sin(30) + sqrt(81) / 3

How To Use It

Input notes

Use the keypad for fast entry, or type directly like a physical desktop calculator. Calculations run with JavaScript double-precision math, and results are shown with up to 10 decimal places (or scientific notation for very large/small values).

Trig Trig functions currently interpret numeric angles as degrees.
Syntax Only supported math tokens are evaluated; unsupported text is blocked with a validation message.
Examples The normalized expression stays lowercase so you can reuse the same syntax across examples.
Formula Blueprint

Trig angle conversion

When degree mode is active, trig inputs convert to radians before evaluation.

radians = degrees × π / 180

Power and root syntax

`^` maps to exponentiation, and roots can be written with `sqrt(x)` or `x^(1/n)`.

xy, sqrt(x), x1 / n
π 3.1415926536
e 2.7182818285
log(x) Base 10
ln(x) Natural log
Common Questions

Scientific Calculator FAQs

Short answers for expression syntax, trig behavior, and supported scientific functions.

Which functions are supported?

This calculator supports `sin`, `cos`, `tan`, `asin`, `acos`, `atan`, `log`, `ln`, `sqrt`, `abs`, exponentiation with `^`, parentheses, and the constants `pi` and `e`.

What is the difference between degree and radian mode?

Degree mode converts trig inputs like `sin(30)` into radians before evaluation. Radian mode uses the numeric input directly, so `sin(pi / 6)` works naturally there.

Does `log()` mean base-10 or natural log?

`log(x)` is base-10 logarithm, while `ln(x)` is natural logarithm.

How do I enter exponents and roots?

Use `^` for powers such as `2^8`, `sqrt(144)` for square roots, or fractional exponents like `81^(1/4)` for higher-order roots.

Why does the calculator reject some text?

The parser only allows a limited scientific syntax. Unsupported text, malformed operators, or unbalanced characters trigger validation instead of being evaluated.

Do results update instantly?

Yes. Results refresh as you type or click a keypad button. No separate calculate flow is required.

How accurate is this calculator?

The engine uses JavaScript's double-precision floating-point arithmetic (IEEE 754). That is high precision for everyday scientific use, but some expressions can show tiny floating-point rounding artifacts (for example, long repeating decimals).