measurements and there errors Flashcards

(28 cards)

1
Q

what are SI units

A

the fundamental units

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2
Q

other then SI units how can units be derived

A

from there equations

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3
Q

what is centi

A

10-2

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4
Q

what is pico

A

10-12

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5
Q

what is femto

A

10-15

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6
Q

how do you convert mega electron volts into joules

A

1eV=1.6 x 10 -19 J

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7
Q

how do you convert kilowatt hours into joules

A

1kW=1000J/s 1 hours =3600s
1kWh=1000 x 3600

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8
Q

what do random errors effect

A

precision

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9
Q

how can you reduce random error

A

take at least 3 repeats
use computers
use appropriate equipment

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10
Q

what do systematic errors effect

A

accuracy

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11
Q

examples of systematic errors

A

zero error
parallax error

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12
Q

how can you reduces systematic error

A

-calibrate apparatus by measuring a know value
-in radiation experiments record background radiation
-read the meniscus at eye level

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13
Q

what does precise mean

A

measurements are consistent, they fluctuate slightly about a mean value- precise does not mean accurate

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14
Q

what does repeatability mean

A

if the original experimenter can redo the experiment with the same equipment and method and get the same results its repeatable

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15
Q

what does reproducibility mean

A

if the experiment is redone by a different person or with different techniques and equipment and same result is found it is reproducible

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16
Q

what does resolution mean

A

the smallest change in the quantity being measured that gives a recognisable change in reading

17
Q

what does accuracy mean

A

a measurement clos to the true value is accurate

18
Q

how can you reduce fractional or percentage uncertainty

A

measure larger quantities

19
Q

what is a reading and what are the rules of uncertainties in them

A

readings are when one value is found and the uncertainty is equal to half the smallest division

20
Q

what are measurements and what are the uncertainties in them

A

measurement are the difference between two readings and the uncertainty is the smallest division

21
Q

what is the uncertainty for digital readings

A

its resolution

22
Q

what is the uncertainty for repeated data

A

half the range

23
Q

how you do combine uncertainties for adding or subtracting data

A

always add the absolute uncertainties

24
Q

how do you combine uncertainties when multiplying or dividing

A

add the percentage uncertainties

25
how do you deal with uncertainties when the data is raised to a power
multiply the percentage uncertainty by the power
26
how are uncertainties shown on a graph
error bars
27
how do you find the uncertainty in the gradient
steepest and shallowest lines- must go through all error bars calculate the gradient for both the uncertainty is the difference in gradient
28