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Scientific Calculator

Scientific Calculator - a browser-based student tools utility.

Browser tool

About Scientific Calculator

Trigonometry, logarithms, powers and roots, with the expression you entered kept on screen. That last part matters more than it sounds: most calculator errors are not arithmetic at all but a bracket in the wrong place, and a display showing only the answer hides exactly the thing that went wrong. A free online calculator, nothing to install, nobody to sign in as. Every result is produced by the browser.

How to use it

  1. Type the expressionOperator precedence is respected, so multiplication binds tighter than addition without needing brackets around it.
  2. Check the expression before the answerIt stays visible. A mistyped bracket produces a confident wrong number, and this is where you catch it.
  3. Mind the angle modeDegrees and radians give completely different answers from the same trigonometric input.

Precedence, and the brackets worth adding anyway

Multiplication and division bind tighter than addition and subtraction, and exponentiation tighter still, so 2 + 3 * 4 is 14 rather than 20. The rules are unambiguous and people still misread them at a glance, which is why adding brackets you do not strictly need is good practice: they cost nothing and they make the intent visible to whoever checks the working, including you tomorrow.

What it does not do

  • Floating-point arithmetic. Results can carry tiny representation errors, which is why 0.1 plus 0.2 is famously not exactly 0.3 in any language that uses it.
  • Very large and very small magnitudes lose precision at the edges of what a double can represent.

Questions people ask

Why is my trigonometry answer wrong?
Angle mode, nine times out of ten. sin(30) is 0.5 in degrees and about -0.988 in radians. Check which mode is active before assuming the calculation is at fault.
Why does a simple sum show a long decimal?
Binary floating point cannot represent some decimal fractions exactly, so tiny rounding errors accumulate and surface at the far right of the answer. It is a property of the arithmetic every computer uses, not a defect in the calculation.

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