Guide to Counting Significant Figures 📊

"Master the rules of counting significant figures with the best examples explained step by step!
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Learn how to determine sig figs in measurements, calculations, and scientific notation. Perfect for students studying physics, chemistry, and math!
"Learn how to count significant figures with this step-by-step chemistry and physics guide! Master the rules for identifying significant digits in numbers—perfect for students, scientists, or anyone tackling scientific calculations. From zeros to decimals, we break it down with clear examples like 0.00560 and 123.40, plus tips for precision in your work. Boost your skills fast—watch now and subscribe for more simple, practical science tutorials!"How to Count Significant Figures (Explanation):
Significant figures (or digits) show the precision of a number. Here’s a quick guide to counting them:Non-Zero Digits: All non-zero digits (1-9) are always significant.Example: 123 has 3 significant figures.Leading Zeros: Zeros before the first non-zero digit are NOT significant.Example: 0.0056 has 2 significant figures (5 and 6).Trailing Zeros:If a number has a decimal point, trailing zeros after the last non-zero digit ARE significant.Example: 12.30 has 4 significant figures (1, 2, 3, 0).Without a decimal, trailing zeros are NOT significant unless specified (e.g., 1200 has 2 significant figures unless written as 1200. with 4).Zeros Between Non-Zero Digits: These are always significant.Example: 1008 has 4 significant figures (1, 0, 0, 8).Exact Numbers: Numbers from counting (e.g., 5 apples) or defined values (e.g., 100 cm = 1 m) have infinite significant figures and don’t affect calculations.
🔹 What are significant figures?
🔹 How to count sig figs in whole numbers, decimals, and zeros
🔹 Rounding rules and practical examples
🔹 Common mistakes and how to avoid them

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