All of Practical Skills Flashcards

(32 cards)

1
Q

Why should you keep the ruler close to the object when measuring length?

A

To avoid parallax error. Your eye should be in line with the point on the ruler for the same reason.

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2
Q

What type of error is parallax error?

A

Parallax error is a random error—it varies each time you take a measurement.

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3
Q

How can you reduce parallax error when measuring things like spring extension?

A

Use set squares (right-angled triangles, even cardboard) to align with the ruler, and ensure the ruler is vertical with another set square between it and the table.

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4
Q

What is the typical resolution of a ruler or metre rule?

A

1 millimetre—the smallest difference it can measure.

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5
Q

What is a major source of random error when using a stopwatch? How do you reduce it?

A

Reaction time. Reduce it by doing repeat measurements and calculating a mean.

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6
Q

Which instruments are commonly used to measure the thickness of a wire in Young modulus or resistivity experiments?

A

Vernier calipers and micrometers.

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7
Q

How do you avoid parallax error with analogue instruments?

A

Keep your eye in line with the needle. Some instruments have mirrors behind the scale to assist.

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8
Q

What is meant by ‘full scale deflection’ (FSD) and how do you choose the appropriate one?

A

FSD is the maximum measurement an instrument can make (e.g., 1, 2, 5, 10, 50, 100). Choose the smallest FSD greater than your expected maximum. E.g., for 6V, use a 10V meter.

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9
Q

What is the typical resolution of a micrometer and how do you calibrate it?

A

0.01 mm (1/100th mm). Close jaws using the ratchet—if it reads 0.00 mm, it’s calibrated. Otherwise, correct for zero error.

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10
Q

What is zero error in a micrometer and how do you account for it?

A

A systematic error if it doesn’t read 0.00 mm when closed. Subtract (or add if negative) this from all measurements.

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11
Q

How do you read a micrometer measurement (example)?

A

If the thimble shows 1.5 mm and the barrel shows 24 (0.24 mm), the total is 1.74 mm. Adjust for zero error accordingly.

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12
Q

How do Vernier calipers work?

A

The zero on the slide shows mm. The Vernier scale adds tenths (or sometimes twentieths). A line that aligns on both scales gives the additional measurement.

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13
Q

How can Vernier calipers be used to measure the depth of an object?

A

Use the depth rod on the end. Insert it into the tube and read the scale normally.

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14
Q

Why is there always some uncertainty in measurements, even without parallax or zero error?

A

Due to rounding. Example: with 1°C resolution, you must judge whether it’s closer to 27 or 28°C.

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15
Q

What is the uncertainty of a measurement in chemistry and physics with a 1°C resolution?

A

Chemistry: ±0.5°C (half resolution). Physics: often ±1°C (full resolution) to be more cautious.

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16
Q

What is the uncertainty in a digital instrument reading 5.32V?

A

±0.01V (same as the resolution of the last digit).

17
Q

How do you calculate uncertainty in a mean value?

A

Find the range (max - min), divide by 2 for absolute uncertainty.

18
Q

How do you use error bars and lines of worst fit to find uncertainty in gradient?

A

Draw a line of worst fit crossing all bars. Gradient difference from the best-fit line gives the uncertainty.

19
Q

How can you alternatively use lines of worst fit to find gradient uncertainty?

A

Draw two worst-fit lines (max and min gradients). Mean of both = gradient. Half the range = uncertainty.

20
Q

How do you find total uncertainty when adding/subtracting two values?

A

Add their absolute uncertainties.

21
Q

How does ruler movement affect uncertainty?

A

If ruler is movable: uncertainty = resolution. If fixed ends are used: uncertainty = 2 × resolution.

22
Q

What is absolute uncertainty and how does it differ from percentage uncertainty?

A

Absolute uncertainty has a unit (e.g., mm). Percentage uncertainty is (absolute uncertainty / value) × 100.

23
Q

What do you do with uncertainties when multiplying or dividing?

A

Convert to percentage uncertainties and add them together.

24
Q

What happens to uncertainty when you take a square root?

A

Halve the percentage uncertainty of the original value.

25
How do you convert total percentage uncertainty into absolute uncertainty in a result?
Multiply the calculated result by the total percentage uncertainty (as a decimal).
26
Why do physicists prefer straight line graphs in experiments?
They allow you to determine a clear gradient and relationship between variables.
27
How do you linearise a relationship like f∝T?
Plot f² vs. T to get a straight line.
28
How do log-log graphs help determine unknown relationships?
By plotting log values (e.g., log t vs log r), the gradient reveals the power relationship.
29
What does the gradient represent in a log-log graph?
The exponent in the power law. For example, gradient = 1.5 → t∝r³/₂.
30
How do you use logarithmic identities to interpret log-log graph equations?
Use: a log x = log x^a and log a + log b = log(ab). Then delog both sides to express in standard form.
31
How do you interpret semi-log graphs (only one log axis)?
Delog that side: if log y = x, then y = 10^x or y = e^x for natural log.
32
What is a log scale on an axis and how do you read it?
It's non-linear. Lines compress as values increase. Halfway between 1 and 10 is about 3, not 5.