chapter 3: experimental error Flashcards

1
Q

what is experimental error

A

difference between the “true” value and the measured value

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2
Q

what are the 3 types of experimental error

A

systematic, random, gross(blunders0

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3
Q

what is systematic error/ determinate error

A

arises from a flaw in equipment or experiment design

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4
Q

what are ways to detect systematic error

A
  1. analyze a known sample
  2. use different method to ensure same quantity
  3. different labs analyze identical samples
  4. analyze blank sample
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5
Q

what are ways to correct systematic error

A
  1. calubriate glassware and instruments
  2. use standard addition
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6
Q

what is random error

A

arises from uncontrolled variables in measurement
- always present can’t be eliminated
- can be reduced through a better technique

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7
Q

what are some examples of random error

A
  • reading a scale varies with invidual
  • electrical noise in an instrument
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8
Q

what is a gross error(blunder)

A

due to accidental but significant departures from the procedure
- should be recorded in the lab notebook
- serious that data can be rejected or experiment is redone

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9
Q

what causes gross errror

A

procedural, instrumental, clerical mistakes

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10
Q

what are some examples of blunders

A
  • calculation errors
  • overshooting a titration end point
  • dropping or contaminating sample
  • instrument failure
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11
Q

what is the formula for absolute uncertainty and what is it

A
  • expresses the margin of uncertainty associated with any measurement
  • written as +- value
  • example: buret reading of 12.35 +-0.02 means the true value could be in the range of 12.33mL to 12.37mL
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12
Q

what is relative uncertainty

A

compares the size of the absolute uncertainty with the size of its associated measurement

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13
Q

what is the equation for relative uncertainty

A

absolute/ magnitude of measurement
0.02mL/12.35mL

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14
Q

what is the equation for percent relative uncertainty

A

absolute uncertainty/ magnitude of the measurement x100

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15
Q

addition and subtraction of absolute uncertainty of the individual terms

A

efinal = square root ( e1^2+ e2^2+e3^2)

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16
Q

what is the equation for multiplication and division

A

use percent uncertainty
%efinal = square root (%e1^2+%e2^2+%e3^2)