Significant figures are a way of maintaining the precision of a measured value throughout a calculation. It can be a confusing concept, so I'll use an example to explain. Say you have glass filled with soda and you want to know how much the soda weighs but you don't have a scale. However you do know that you have 355mL of soda and that it has a density of 1.23g/mL (why you would know this, I have no idea but just go with it anway). The calculation to determine the weight is: 355mL x 1.23g/mL Now if you type this into a calculator, it would tell you that you have 436.65g of soda. However using proper significant figures, you would round that number to 437g of soda. Why? Because you knew both the volume and the density of the soda to only 3 significant figures (3 digits). In reality there may have been 355.102mL or 354.981564mL of soda but based on the measurement "355mL" we can only say that we know the volume of the soda to the nearest milliliter. The same argument can be said for the density. There are many rules to what counts as a significant figure and how they should be used. If you are curious, the websites below should help you out. http://en.wikipedia.org/wiki/Significant_figures http://science.widener.edu/svb/tutorial/sigfigures.html
A significant digit(also known as sig figs) are digits in a number that contribute to the accuracy of a number.
What classifies as significant digit is listed below:
-All non-zero numbers are significant.
- zeroes can only be significant if they are sandwiched between two non-zero numbers, or if they trail in a decimal.
Minor amendment:
Trailing zeroes, in a decimal may not be significant if they are present for conventional reasons rather than for accuracy. For example, if an item costs 1.49, I might say it costs 1.50 (to the nearest ten pennies/cents/whatever). The last significant digit is actually the 5, but I give 2 decimal places because that is the conventional form for representing money.
In any measurments the accuratly know digits and the first doubtfull digit are called significant figures
300 only has one significant digit.
4 significant figures in 4400. A digit within a number is considered significant if: 1. it is a non-zero OR 2. It is a zero that is between two significant figures OR 3. It is a zero at the end of the number To express four thousand four hundred with two significant figures use scientific notation: 4.4 * 103
Twice Avogadro's Number, or 1.20 X 1024, where the depressed last digit indicates that it may not be significant.
Four. The number of significant figures in any number is found by counting the number of digits starting with the first non - zero digit (eg 0.12 has 2 sig figures, 304 has 3 sig figures.)
When the last digit of a significant digit is 5, you always round up.
All digits are significant in this case. Any digit after a decimal point is a significant digit.
The first significant digit is the 5, which is in the ten-thousandth's position.
Zero is considered a significant digit when it is to the left or the right of the decimal point. It is also a significant digit when it follows a non-zero digit or when it is between two digits.
Four - zeros in-between significant digits are significant.
4 significant digits.
All four digits are significant.
All digit are significant except: leading zeros,in the case of integers, trailing zeros.All digit are significant except: leading zeros,in the case of integers, trailing zeros.All digit are significant except: leading zeros,in the case of integers, trailing zeros.All digit are significant except: leading zeros,in the case of integers, trailing zeros.
Four - zeros between significant digits are significant.
There aren't varying degrees of significance - either it's a significant digit or it's not. Nine and two are significant and the two zeros aren't.
To one significant digit, 37.19 is 4x101. Writing it as 40 makes it unclear as to whether you have 1 significant digit or 2.
All of the digits are significant:Any digit after the decimal point is significant.A zero is significant if it comes between other significant digits.