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A chemist obtained the values 5.22 g, 5.23 g, and 5.22 g for the mass of a sample. Without knowing the true mass of the sample , it can be said that these values have
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
For numbers less than 0.1, such as 0.05, the zeros to the right of the decimal point but before the first nonzero digit
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
A numerical result is said to have good precision if
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
The number of significant figures in the measurement 2010. 00 is
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
A measurement that closely agrees with an accepted value is best described as
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
The measurement 0.035550 g rounded off to 3 significant figures would be
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
Which measurement has only nonsignificant zeros?
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
Round 504 567 895 light years to 3 significant figures.
repeated measurements agree closely
accurate
0.0045 s
0.0356 g
505 000 000 light years
good precision
show the decimal place of the first significant digit
6
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