Term
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Definition
no measure is ever exact, some error is always involved therefore every answer in science has some uncertainty
*using sigfigs we can tell what is certain in a measurement and what is uncertain |
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Term
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Definition
sigfig - all digits in a meausre that are known to be certain, plus one digit that is uncertain |
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Term
Rules for Counting Sig Figs |
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Definition
- non-zero digits are always significant
-number 1-9 are sig
- 14.3g -- 3 sig figs
14.378g 5 sig figs
14g 2 sigfigs |
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Term
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Definition
- leading zeros are never significant, they only old place
-0.67 -- 2 sig figs
- confined zeros between 2 non-zero numbers are always significant
-3208 -- 4 sigfigs
- trailing 0 @ the end of a # are oly significant if they contain decimals or an over bar
-30.0 -- 2 sigfigs
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Term
Multiplication & Division |
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Definition
1. do the calculation
2. round answer to the least number of sigfigs of the numbers used (2 sigfigs*4sigs, use 2)
24.01cm*17cm = 408.17 = 410cm |
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Term
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Definition
1. Do the calculation
2. Round your answer to the same # of decimal places as in the number with the least number of decimal places
-184.2g + 2.324g = 186.524 = 186.5g |
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Term
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Definition
-<5 - drop & leave last sigfig alone
--34.721 to 3 sigfigs = 34.7
->5 - round up the last fig
--401.7 to 3 sigfigs = 402
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Term
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Definition
-no non-zero digits following drop the 5, look at the last sigfig, if last sigfig is odd, round up - if even, round down
--172.5 = 172
--0.3555 = .356
*0 is even |
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