🔢 Scientific Calculator Online

Type a calculation the way you would write it — brackets, powers, trig, logs and factorials.

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Formula at a glance

Scientific Calculator: Order of operations — Brackets → powers → × ÷ → + −. Example: Powers, roots and trig → Answer: 2^10 + sqrt(144) * sin(30) = 1030
How the Scientific Calculator works: Order of operations — Brackets → powers → × ÷ → + −

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📘 About the Scientific Calculator

A scientific calculator handles everything beyond + − × ÷: powers and roots, trigonometric functions, logarithms, factorials and constants like π and e. It follows the order of operations (BODMAS/PEMDAS), so 2 + 3 × 4 = 14.

Type the whole expression in one line. The answer is shown to 12 significant figures, with the exact fraction or surd when there is one, scientific notation, and binary, octal and hexadecimal for whole numbers. Choose degrees or radians for trigonometry.

🧮 Formula

Order of operations
Brackets → powers → × ÷ → + −
Logs
log(x) = log₁₀ x, ln(x) = logₑ x, log(x, b) = log_b x
Factorial
n! = 1 × 2 × … × n

✏️ Worked examples

Powers, roots and trig

You enter
Expression2^10 + sqrt(144) * sin(30)
Angle modeDegrees
You get
Answer2^10 + sqrt(144) * sin(30) = 1030
Scientific notation1.03 × 10^3
Binary · octal · hex10000000110 · 2006 · 406
Rounded1,030.00 (2 dp) · 1,030.0000 (4 dp)
Angle modeDegrees (sin 30 = 0.5)

2^10 + sqrt(144) * sin(30) = 1030.

Combinations by hand

You enter
Expression5! / (2! * 3!)
Angle modeDegrees
You get
Answer5! / (2! * 3!) = 10
Scientific notation1 × 10^1
Rounded10.00 (2 dp) · 10.0000 (4 dp)
Angle modeDegrees (sin 30 = 0.5)

5! / (2! * 3!) = 10.

🧭 How to use this calculator

What you enter

  • Expression
  • Angle mode

What you get

  • Answer
  • Scientific notation
  • Binary · octal · hex
  • Rounded
  • Angle mode

❓ Frequently asked questions

What is sin 30°?

0.5 in degrees mode. In radians, sin(30) ≈ −0.988 — always check the angle mode.

How do I type a square root or cube root?

sqrt(x) or √x for square roots, cbrt(x) or x^(1/3) for cube roots, and x^(1/n) for any root.

What is the difference between log and ln?

log is base 10 (log 1000 = 3), ln is the natural log, base e (ln e² = 2).