Question
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To the proper number of significant figures, calculate: \( 106.58 \mathrm{sec}-12.183 \mathrm{sec} \)

Ask by Stuart Edwards. in the United States
Feb 24,2025

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Answer

The result is \(94.4 \, \text{sec}\).

Solution

Calculate or simplify the expression \( 106.58-12.183 \). Calculate the value by following steps: - step0: Calculate: \(106.58-12.183\) - step1: Subtract the numbers: \(94.397\) The result of \(106.58 \, \text{sec} - 12.183 \, \text{sec}\) to the proper number of significant figures is \(94.397 \, \text{sec}\).

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The Deep Dive

When you perform the subtraction \( 106.58 \mathrm{sec} - 12.183 \mathrm{sec} \), you first calculate the result: \( 94.397 \mathrm{sec} \). However, we must consider significant figures. The number with the least decimal places in your original numbers is \( 106.58 \mathrm{sec} \), which has two decimal places. Therefore, you should round \( 94.397 \mathrm{sec} \) to \( 94.40 \mathrm{sec} \) to reflect the correct number of significant figures. Now, wasn’t that a fun math ride? Every time we deal with significant figures, it’s like dressing numbers for a party. You wouldn’t want your numbers to show up in mismatched clothes—make sure they're looking sharp and stylish! Keep practicing, and soon it’ll be second nature!

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