The basic measurements should be reported to the accuracy of the measuring equipment. For any derived units, you should give the results to an appropriate degree of accuracy which takes account of the possible measurement errors.
For example, if the mass of an obect is 50 grams (accurate to 1 gram)
and the volume is 6 cc (accurate to 1 cc),
then the calculated density is 8.333... g/cc
But, the true mass could be as low as 49.5 g and the true volume as high as 6.5 cc giving a density as low as 7.6 g/cc.
or
the true mass could be as high as 50.5 g and the true volume as low as 5.5 cc giving a density of 9.2 g/cc.
To give the density as 8.33 g/cc is giving it a spurious degree of accuracy which your measurement equipment does not justify. You need to report it as 8 g/cc or as 8.3 g/cc with a range of 7.6-9.2 g/cc.
Error analysis is an important but often overlooked branch of mathematics.
There are 1000 measurements in a kilogram.
The Big Bang is estimated to have occurred around 13.8 billion years ago, based on scientific measurements and observations of the expansion of the universe.
A pig typically has four toes on each hoof, for a total of eight digits.
36.8 pentameters has three significant digits.
3 significant digits because first zeros are just placeholders
There is no such thing as scientific digits. There are 6 digits in the number of which 3 are SIGNIFICANT (not scientific) digits.
There are three significant digits. I am not sure what scientific digits are!
Out of all the measurements used in the calculation, find the one with the least number of significant digits. This will be the limiting factor of how many significant digits the answer should have.
You can convert measurements using online services such as onlineconversion.com. Also, many scientific calculators have programs which convert measurements.
There is no way to know how many significant digits are in 33000. If you are forced to choose then there are 2 significant digits but, again, there is really no way to tell. If the count of significant digits is important, the number should be expressed in scientific notation.
Scientific observations are often made in the form of measurements because measurements provide quantitative data that can be used to analyze and understand natural phenomena objectively. Measurements allow researchers to record and compare data, test hypotheses, and make predictions based on empirical evidence. By quantifying observations, scientists can establish patterns, relationships, and principles that form the foundation of scientific knowledge.
Many scientific measurements are done according to the Celsius scale.
Yes they are, if they are large numbers. You do not need to count how many digits there are.
One digit
In scientific notation that number would be written as 7.080 x 10-3 and it would have four significant digits.
If you want to have it in standard format, only one.
One: no more and no fewer. And it cannot be a zero.