Four - zeros between significant digits are significant.
1ml = 1cc 1000 cc in 1 l So, you have 2.54 liters in 2540 cc. Note, the significant figures in an integer are ambiguous, and you could also have 2.540 l
2.6 fluid ounces = about 76.9 mL
There are 12.6803 oz. in 375 mL.
There are 100ul (microlitres) in 1 ml(millilitres). So 100ul is 0.1 ml or a tenth of a ml
1.0 L = 1000 cc or mL
5 significant figures.
1 fluid ounce = 29.57353 mL (to 7 significant digits)
Five, because if they were not significant, the final two 0s should not be there.
All four of them.
No, 3 of them.
157.725 ml is the answer if 0.6667 is an exact measurement. If it's an actual measurement, you only have 4 significant digits of precision, and the answer is 157.7 milliliters.
A 100 mL graduated cylinder is graded in divisions of 1 mL giving results which have 2 significant figures. Cylinders for measuring up to 10 mL to have divisions at 0.1 mL, so again giving 2 sig figs.2 digits. .
It is equally wrong to record too many digits, since this implies greater ... Thus, significant figures are those digits that give meaningful but not ... 3.43+8.6=12.0 ... 8 x 10-4 we can calculate the pH from the definition of quantity.
Integers ending in 0 are ambiguous cases. The measurement could be accurate to the units digit and in that case all three digits are significant. But is could be accurate to the nearest ten, in which case, only the first two digits are significant.
As many as are required
6 significant figures.
No