Here are 5 significant figures.
0.1 L
Only 3 significant figures, after rounding.
"SIG 925" likely refers to a mark indicating that an item is made of sterling silver. The "925" mark indicates that the item is 92.5% pure silver, with the remaining 7.5% typically being copper.
two. Here are some rules for determining sigfigs:Digits from 1-9 are always significant.Zeros between two other significant figures are always significantOne or more additional zeros to the right of both the decimal place and another significant figure are significant.Zeros used solely for spacing the decimal point (placeholders) are not significant.eg.NUMBER SIG FIGS EXPLANATION453 kg3All non-zero digits are always significant.5057 L4Zeros between 2 sigfigs are significant.5.003Additional zeros to the right of decimal and a sigfigs are significant.0.0071Placeholders are not significant
in addition/subtraction you use the most number of sig figs. So in this case you need 5 sig figs in the answer.
It depends to how many significant figures: 1 sig fig => 10 (technically 1 x 101 or 1e1) 2 sig fig => 13 3 sig fig => 12.7 4 sig fig => 12.74 5 sig fig => 12.744
There is one sig fig
Two of them
3 sig figs
There is 1 sig fig in the number 2.
There is one sig fig in the number 1.
There is one sig fig in the number 4000.
How do you round 0.009999991 to one sig fig?
Three sig(nificant) fig(ure)s in '402'.
There are 4 sig. fig.
2x1.0079 =2.0158 has 1 sig fig because u have to use the smallest sig fig that was in the whole calculation which was 2, therefore the 2 in 2.0158 is the only sig fig
There is 1 sig fig.