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Kalkulator Angka Signifikan

Hitung angka signifikan dan bulatkan angka ke jumlah yang benar dari angka signifikan. Pahami presisi dan akurasi.

Masukkan angka untuk menganalisis angka signifikannya
Masukkan jumlah angka signifikan untuk pembulatan

Siap Menghitung

Masukkan nilai Anda lalu klik Hitung untuk melihat hasil

Angka Signifikan
Angka Dibulatkan
Notasi Ilmiah
Presisi

Analisis Angka

Angka Asli
Tempat Desimal
Ketidakpastian
Rumus

Asumsi Penting

Menggunakan aturan standar angka signifikan (angka bukan nol selalu signifikan; nol di depan tidak).

Pertanyaan Umum

What are significant figures?

Significant figures (sig figs) are the meaningful digits in a number that contribute to its precision. They include all non-zero digits, zeros between non-zero digits, and trailing zeros in decimal numbers. They help express the precision of measurements.

What are the rules for significant figures?

1) All non-zero digits are significant. 2) Zeros between non-zero digits are significant. 3) Leading zeros are not significant. 4) Trailing zeros are significant only if there's a decimal point. 5) Exact numbers have unlimited significant figures.

How do I count significant figures?

Start from the leftmost non-zero digit and count all digits to the right, including zeros between non-zero digits and trailing zeros if there's a decimal point. For example, 0.00123 has 3 sig figs, 123.450 has 6 sig figs.

Why are significant figures important?

Significant figures indicate the precision of measurements and calculations. They help avoid overstating the accuracy of results and ensure that calculated values don't have more precision than the original measurements.

How do I round to significant figures?

Identify the digit at the desired number of significant figures, then round based on the next digit: if it's 5 or greater, round up; if less than 5, round down. Replace trailing digits with zeros if necessary.

How accurate is this significant figures calculator?

The calculator uses standard significant figures rules and provides mathematically accurate results. It correctly identifies significant digits and applies proper rounding rules according to scientific conventions.