Questions: How many Significant Digits in: 2,203g

How many Significant Digits in:
2,203g
Transcript text: How many Significant Digits in: 2,203g
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Solution

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Solution Steps

Step 1: Identify the Significant Digits

To determine the number of significant digits in a given number, we need to identify all the non-zero digits and any zeros that are between them or trailing zeros in a decimal number.

Step 2: Analyze the Given Number

The given number is \(2,203\) grams. We need to count all the digits that are significant:

  • The digit \(2\) is significant.
  • The digit \(2\) is significant.
  • The digit \(0\) is significant because it is between two non-zero digits.
  • The digit \(3\) is significant.
Step 3: Count the Significant Digits

Count all the significant digits identified in the previous step:

  • \(2\)
  • \(2\)
  • \(0\)
  • \(3\)

This gives us a total of 4 significant digits.

Final Answer

\(\boxed{4}\)

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