The concept of significant figures is used to represent the precision of measurements. In order to determine the significant figures in the given numbers, we follow certain rules such as zeros serving as placeholders and using exponential notation. Based on these rules: 2030.001 has 8 significant figures. 10060.000000 has 14 significant figures. 3,423.025 has 7 significant figures. 496,200.1 has 7 significant figures.
The concept of significant figures is used to represent the precision of measurements obtained with different levels of accuracy from various technological devices. In order to match each number to its respective significant figures, we follow the rules:
If a number ends with zeros to the left of the decimal point, they may or may not be significant. To resolve the ambiguity, we can use exponential notation.
Zeros in a number are significant except when they serve as placeholders to locate the decimal point.
Based on these rules:
2030.001 has 8 significant figures.
10060.000000 has 14 significant figures.
3,423.025 has 7 significant figures.
496,200.1 has 7 significant figures.
The probable question may be:
In a cutting-edge technology experiment, various measurements were recorded with different levels of precision. Match each number to its respective significant figures based on the provided data:
3 sig figs
2030.001
2 sig figs
1006
0.0000006
4 sig figs
3,423.02
5 sig figs
496,200.
1 sig fig
Researchers utilized advanced sensors and instruments to gather precise data in the experiment. The numbers represent measurements from various technological devices. For instance, 2030.001 may indicate a highly precise measurement obtained from a cutting-edge sensor. Meanwhile, 0.0000006 might represent a minuscule value captured by a highly sensitive instrument. The numbers reflect the technology's capability to provide detailed measurements, highlighting the significance of significant figures in representing the precision of these technological advancements.