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A flashcard deck for terms and definitions in Chapter 1 of AS Physics
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What defines a physical quantity?
A physical quantity must consist of a numerical magnitude and a unit.
How many significant figure(s) are reasonable estimates expected to be in?
One (1) S.F.
What are the five (5) SI base quantities for Physics?
Mass (measured in kilograms; represented by ‘m’)
Length (measured in meters; represented by lower-case ‘L’)
Time (measured in seconds; represented by ‘t’)
Electric Current (measured in amperes, represented by ‘I’)
Thermodynamic Temperature (measured in Kelvins; represented by ‘T’)
What are the five (5) SI base units?
Mass: kg
Length: m
Time: s
Electric Current: A
Thermodynamic Temperature: K
What are derived units?
Products OR quotients of SI base units.
{Derived Unit}
What is the formula and unit for velocity (v)?
Formula: Δs / Δt (change in displacement divided by change in time)
Unit: ms-1
{Derived Unit}
What is the formula and unit for acceleration (a)?
Formula: Δv / Δt (change in velocity divided by change in time)
Unit: ms-2
{Derived Unit}
What is the formula and unit for force (F)?
Formula: m × a (mass multiplied by acceleration)
Unit: kgms-2
{Derived Unit}
What is the formula and unit for momentum (p)?
Formula: m × v (mass multiplied by velocity)
Unit: kgms-1
{Derived Unit}
What is the formula and unit for work (w or W)?
Formula: F × s (force multiplied by distance)
Unit: kgm2s-2
{Derived Unit}
What is the formula and unit for density (ρ; rho)?
Formula: m / v (mass divided by volume)
Unit: kgm-3
{Derived Unit}
What is the formula and unit of pressure (p)?
Formula: F / A (force divided by area)
Unit: kgm-1s-2 (unit of area: m²)
What will the homogeneity of physical quantities look like in an addition or subtraction equation?
Each term on both sides of the equals (=) sign will have the same unit.
What will the homogeneity of physical quantities look like in a multiplication or division equation?
The units of the terms on the left side of the equation will be equal (=) to the units of the terms on the right side of the equation.
What do prefixes in Physics indicate?
They indicate decimal multiples and sub-multiples.
What multiple of 10 does the prefix deci (d) stand for?
10-1
What multiple of 10 does the prefix centi (c) stand for?
10-2
What multiple of 10 does the prefix milli (m) stand for?
10-3
What multiple of 10 does the prefix micro (u) stand for?
10-6
What multiple of 10 does the prefix nano (n) stand for?
10-9
What multiple of 10 does the prefix pico (p) stand for?
10-12
What multiple of 10 does the prefix kilo (k) stand for?
103
What multiple of 10 does the prefix mega (M) stand for?
106
What multiple of 10 does the prefix giga (G) stand for?
109
What multiple of 10 does the prefix tera (T) stand for?
1012
What effect do systematic and random errors have on data values?
They can cause a reading to deviate from its true value.
What is the effect of a systematic error?
The readings are larger OR smaller than the true reading by a constant amount.
What are the two potential sources of a systematic error?
Zero error
Wrongly calibrated scale
What are the two improvements, respectively, for the two possible sources of a systematic error?
Check for a zero error on your measuring instrument and account for the value.
Recalibrate the measuring instrument.
What is the effect of a random error?
The readings are scattered about the true reading.
What are the two + one potential source(s) of a random error?
Readings of the instrument are taken from different angles.
The student is wrongly estimating the values of the divisions in the measuring instrument.
*There is variation due to external conditions such as a change - or lack thereof - in temperature or pressure or wind draft.
What is the improvement for the possible sources of a random error?
Repeat the measurements by n times, usually n = 10, and find the average.
a) For a circular wire, take several readings along the length of the wire and then find the average.
b) For a non-circular wire, take several readings around the wire and then find the average.
What is a intercept (x and y) indicator that your graph has a systematic error?
If the graph has either an x- or y-intercept, it has systematic errors.
Is there a systematic error if the graphs peak/average value aligns with the true value (X0)?
No, if it’s aligned with the true value (X0), there is no systematic error.
Is there a large amount of random error if the range of the graph is wider?
Yes, a larger range (with a flatter peak) indicates more random error.