Calculate significant figures with mathematical expressions including logarithms, exponentials, and basic operations. Perfect for chemistry, physics, and scientific calculations with step-by-step explanations.
Enter mathematical expressions with logarithms, basic operations, and constants
e^2.5
Exponential function (e raised to 2.5)
1.5/log(4)
Division with logarithm
Significant figures (sig figs) are the meaningful digits in a number that carry information about the precision of a measurement or calculation. They include all certain digits plus one uncertain digit.
When rounding to a specific number of significant figures, follow these standard rules:
Round down (drop the digit)
2.491 → 2.49 (3 sig figs)
Round up (increase the preceding digit)
2.496 → 2.50 (3 sig figs)
Significant figures are crucial in various scientific and engineering fields:
Concentration calculations, stoichiometry, analytical measurements
Experimental data analysis, measurement uncertainty
Precision requirements, tolerance specifications
Instrument precision, data reporting standards
Our calculator supports complex mathematical expressions with automatic significant figure calculation:
Basic: +, -, ×, ÷ | Exponents: ^ (e.g., e^2, 2^3) | Logarithms: log(), ln() | Constants: e | Parentheses: ()