This is from this thread http://www.sgforums.com/forums/2297/topics/326238
which has gone out of point... So I'm starting anew... Will compile
the above into my list as I go along these few days...
When I complete it, it will be placed in ExamWorld as
well.
This is a list I will give to my tuition students. However, I'm
not that selfish to keep it for them only.... I share with everyone
:D
Hopefully, it can help forumers do well in their Physics SPA.
A) Display of
Data
Each student is advised to
(a) present data by tabulating them neatly, showing ALL
observations which have been taken.
(b) head tables using the GIVEN symbols and GIVEN unit. If no units
are given, use the most convenient unit.
(c) note that all physical quantities should be given units.
(d) give at least 5 sets of readings unless otherwise stated.
(e) plan the readings so that they are uniformly spread out within
the given limits. In any case, try to use the maximum range.
B) Accuracy of
Readings
Data recorded should reflect the sensitivity of the measuring
instruments used, e.g...
(a) metre rule ===> to the nearest mm, e.g. 0.500 m, 40.0 cm,
etc
(b) thermometer ===> to the nearest half degree, e.g. 35.5 °C,
60 °C, 76 °C (98.0 °C, 32 °C however are incorrect)
(c) stopwatch ===> to the nearest hundredth of a second, e.g.
34.34 s, 0.63 s
(d) voltmeter readings and resistance ===> to one decimal place,
e.g. 2.0V, 0.6V, 3.5 Ω, 0.7 Ω
(e) ammeter readings ===> to two decimal places, e.g. 0.20 A,
0.34 A
Note:
1) Readings or calculated values in general do not exceed 2
significant figures as we cannot plot values of a quantity to more
than 2 significant figures on graph paper in most cases.
2) The calculated quantity cannot be more accurate than the least
accurate quantity measured.
E.g. V = 2.0 V ,I = 0.12A, R = V/I = 2.0/0.12 = 16.7Ω or 17Ω
C)
Graph
The majority of experiments in Physics require the drawing of a
graph, for a graph is usually the best way of obtaining the average
of a set readings.
When a graph is plotted, always remember
(a) Write down the title of the graph plotted
(b) Label both axes with the quantities and their units
(c) Scaled used should occupy more than half of the area of the
space available.
(d) If a scale is suggested, follow it. If not, scales based on
multiples of 2 or 5 are used. Avoid using multiples of 3.
(e) Each point should be clearly and neatly marked with a dot and
circled (diameter of circle should not exceed 4 mm)
OR marked with cross (diagonals of cross should
not exceed a 2 mm by 2 mm square)
(f) All points must be correctly plotted within the grid on the
graph paper.
(g) Draw the graph line or curve as a single fine pencil line or a
smooth curve, through the best mean position defined by the points.
(If one of the points is far from the line, repeat the experiment
for a value near this point.)
D) Calculation
of Gradient (for straight line only)
(a) A large enough triangle must be chosen (at least 5 cm by 5 cm)
and clearly indicated on the graph to work out the gradient,
preferable about 3/4 of the line drawn.
(b) The method of calculating the gradient should be properly
shown.
(c) If possible, give the unit to the final answer of the
gradient.
(d) Try to fill up more than half of the graph paper by adjusting
your scales.
E) Evidence on
graph
Evidence on how a reading is obtained from a graph must be shown
clearly with dotted reference lines.