group 1 - material analysis.docx
TRANSCRIPT
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STUDENT JOB SHEET
OF QUANTITIES AND MEASUREMENTS
Arrange By:
Fitriana
A. A. Sg Noviana Aryani P
Luluk Annisa Ibni M
Enol Azizirrahim
Hardiyanto
Hilfan
PHYSICS EDUCATION
FACULITY OF TEACHER TRAINING AND EDUCATION
MATARAM UNIVERSITY
2012
MATERIAL ANALYSIS
OF QUANTITIES AND MEASUREMENTS
Arrange By:
Fitriana
A. A. Sg Noviana Aryani P
Luluk Annisa Ibni M
Enol Azizirrahim
Hardiyanto
Hilfan
PHYSICS EDUCATION
FACULITY OF TEACHER TRAINING AND EDUCATION
MATARAM UNIVERSITY
2012
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Aspect of Textbook Analysis
No Aspects of Assessment ObservedNon
ObservedComment
Component of Content Feasibility
1 Accuracy Materials
(The concept of truth)
The concept of this material seemaccurate enough, if we compare it
with another material, beside this
book also use an accurate references.
2 Currentness
(Compliance with the
development of science )
This currentness showed by thePhysics info on the special part of this
material.
3 Curiosity
(encourage to look for
more information)
In the opening part of this material,there are some question that can
make the student curious about the
matery.
Its just on the opening part, it would
be better if the author make some
question in every sub matery, so that
the student will be enthusiast to
learn.
4 Develovement of life skill By some activity of measurement, itwill give the develovement of
student skill, for life skill and
academic skill, we think its has been
completed.
5 Present concrete example
of environmental
Its already present the concreteexample of environmental as we can
see on the matery that show the
kinds, knowledge how to use it and
the function of the instrument that
we usually found in our daily life.
Languages Component
6 Suitable of develovement
level of learners
The language that author use here issimple enough. Its form in a short
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sentence and make the student
getting easy to understand the
matery.
7 Illustrated suitable with
the matery
There is a lot of illustration in thismatery. Its good, a simple illustration
that can give a better understanding
for the student.
8 Creating an interactive
communication
Its interactive enough, as we can see,the author here use instructional
sentence that form by a second
subject you in a question or in the
activity. Its show the author try to
communicated with the readers.
9 The accuracy of sentence
structure
There are no serious problems withthe sentence structure, its mean that
the structure is good enough.
Supporting material presentation
10 The presentation of text,
tables, images,accompanied by the
resources reference
For images that showed in thismatery has been completed by thesources.
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MATERIAL ANALYSIS
BASIC
COMPETENCE
MATERIAL
TOPIC
TEACHING - LEARNING
ACTIVITIES
INDICATOR
1.1 Describe
fundamental
quantities,
derived
quantities and
their units
Quantities units
and measurements
o Explaining the definition ofquantities and units
o Distinguish fundamentaland derived quantities
o Describing standard unitsand non standard units
o Giving some exampleabout standard units and
non standard units
o Doing experiment aboutmeasurement by using
standard unit like ruler and
measuring tape and
nonstandard unit by a
hand spans
o Giving information how toconvert units by using a
stairs conversion
o Doing a simple experimentby measure some object
like a desk, pencil, etc. And
convert the result using a
stairs conversion.
o Explaining about how toconvert fundamental
quantities to derived
quantities
o Doing a simple experimentto measure derived
quantities
o Solving a problem aboutfundamental quantities
and derived quantities
o Identify physicalquantities in daily
life and classify into
fundamental and
derive quantities
o Use SI units inmeasurement
o Conserve unit oflength , mass and
time with simple
experiment
o Conserve unit ofderived quantities
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In this material we usually found the misconception in the aplication of fundamental
quantities and derived quantities. For example, in our daily life for measuring weight of body
we use kg as its units. While in our matery kg is a unit of mass. And weight is a kind of derived
quantities with Newton (N) as its units.
Student also often confuse about measure the object by using a special tools, say like a
vernier calipers and micrometer screw gauge. Its seem to be rather complicated for student.
They need a skill of using a measurment tools. So by our method that we choose, we hope
this confusness can be erase and can give better result of learning and teaching activities.
A. Learning ModelThe model that we choose her is a combination between cooperative learning (type STAD)
and direct instruction. Where for the first part of teaching and learning activities, teacher
share an information about the quantities units and measurements (the theory include a
definition of quantities, units, mesurments, standard units and non standard units,
fundamental and derives quantities, ). After that, the students doing a simple experiment
about the matery based on the worksheet that teacher has prepared before.
By using a cooperative model, student can help each other if one of them having a dificulties
and other confused, they can practice and feel the experience how to measure an object
using a different tools.
As we know the results of measurements between one person is not same with another one.
So, we think this method is most suitable for this matery, where students can compare the
results of their measurments with another member in that group. They can learn also, how to
accept a differencess, how to asking and accepting a knowladge from their partner.
Cooperative Learning Model type Student Teams Achievement Division (STAD)
Steps:
1. Form a group whose members around 4 people.2. The teacher presents the subject matter.3. Teachers give a worksheet that she has prepared before, then the students doing the
experiment based on the worksheet.
4. Members of the group who has a nice understanding try to help another member ofthe group in doing the experiment.
5. Teacher gives a question and the students answer the question by not helping eachother.
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6. Teacher give the explanation about the experiment and discuss the questions.7. Teacher give the conclusion.
B. MethodThe method that teacher use here are discussion, group work and demonstration
C. EvaluationEvaluation used to make an assesment is including three domains of education, namely
cognitive, affective, and psychomotor. (check the apendix of worksheet)
MATERIAL
A. Quantities, Measurement, and Units1. Physical Quantities
Physical Quantities are something that can be measured and expressed with certain
value or number (quantified) and having a related unit. For example, the length of a table is
80 centimeters, length is the physical quantity with 80 as the value and centimeter as the unit
(see the table 1.1)
No Physical Quantities Values Units
1.
2.
3.
Length
Mass
Time
80
4
15
Centimeter
Kilograms
Seconds
Beauty, ugliness and kindness do not belong to physical quantities because they are
abstract. Thus, we cannot measure and quantity them.
2. MeasurementMeasurement is defined as a process of comparing a quantity with other similar
quantity that has already defined as a unit of measurement. Unit of measurement is a
standardized quantity of a physical property.
3. Unitsa.Standard units and non-standard units
Long time ago, people measured physical quantities y using different kinds of units of
measurement. In measuring length for example, they used span of their hand or step of their
feet as the unit of measurement.
Using different units of measurement cause different measurement result which makes
the unit not internationally approved. The units that are not internationally approved are
called non-standard units. In order measurements accurate and reliable measurement, it is
necessary to use units of measurements that do not change and can be adopted by
observers all over the world.
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Units that have been internationally approved are called standard units. Some examples
of standard units are meter or centimeter as a unit of length, kilogram or gram as unit of
mass, and second as a unit of time.
b. The International System of UnitsNumerous kinds of measurement can cause several troubles, such as;
1) Difficulty in determining the conversion factor converting one unit to another one.2)Requirement in using many measuring instrument that are appropriate with the units.Therefore, since 1960, there has been an international agreement establishing the metric
system as The International System of Units or SI (the abbreviation for the French name Le
System International d Unites). The metric system uses meter for unit of length, kilogram for
unit of mass and second for unit of time.
A distinct advantage of the SI system is a decimal system that makes the system easy to use.
For example, 1 centimeter is equal to 0.01 meter or 1 kilogram is equal 1,000 grams.
c. Conservation of UnitsConservation of units is changing a certain units of a physical quantity to other unit
without changing its value by using a conversion factor. We often use the conservation ladder
to convert a unit.
Figure 1.1 The conservation ladder of mass, length and volume
The units of time often used in daily life are second, minutes, hour, and day.
1 day = 24 hours
1 hour = 60 minutes
1 minute = 60 seconds.
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B. Base Quantities and Derived Quantities
1. Base quantitiesPhysical quantities are divided into base quantities and derived quantities. Base
quantities are physical quantities that cannot be defined in terms of other physical
quantities for they have their own units. There are seven base quantities as shown in this
table 1.2.
No Quantities units Unit Symbols
1
2
3
4
56
7
Length
Mass
Time
Temperature
Electric currentLuminous intensity
Amount of substance
meter
kilogram
second
Kelvin
amperecandela
mol
m
kg
s
K
Acd
mol
The standard and measuring instrument of length
The SI unit of length is meter one meter is defined as a distance that light travels a vacuum
in 1/299,792,458 second. We can measure length by using a ruler, a measuring tape, a vernier
caliper, and a micrometer screw gauge.
1) Ruler and Measuring TapePay to attention to figure 1.2 the distance between two nearby thick lines n the ruler is
one centimeter, while the distance between two nearby thin lines on the ruler is one
millimeter.
If you watch carefully there are 10 thin lines or 10 millimeter on every centimeter.
Thereby the smallest scale is a ruler 1 mm or 0.1 cm; therefore the accuracy (sensitivity) of a
ruler is 1 mm or 0.1 cm. a measuring tape has the same accuracy with a ruler.
Figure 1.2
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2. Vernier CaliperVernier Caliper has an accuracy of 0.1 mm (Fig 1.3). A vernier caliper consist of two steel bar
scales. One sliding over the other. It also has two pair of jaw; the convex said is used for
measuring length of an object, while the concave side is used for measuring diameter of anobject, for example of an inside the diameter of a ring.
Figure 1.3
3. Micrometer Screw GaugeWe used a micrometer screw gauge for measuring a very thin or a very small object. Such
as to measuring the thickness of an aluminum plate. A micrometer screw scale comprises an
main scale marked on the sleeve an scale marked on the thimble which is called the
thimble scale. It has an accuracy of 0.01 mm which make this instrument is suitable for
measuring the dimension of small object. The part of micrometer screw and how to read its
scale is shown in Figure 1.4.
Figure 1.4
The standard and Measuring Instrument of mass
The SI units of mass are kilogram. One kilogram is defined to be the mass of particular
cylinder of platinum-iridium alloy kept at the International Bureau of weights and
Measures at Serves., which known as international standard kilogram. The instrument
used for measuring mass is a balance. There are several types of balances, for example:
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1) Traditional Two-Pan Balance
We often used this type of balance for weighing, daily need such as sugar, coconut oil,
fish, vegetables, etc.
The balances have two pans; the object to be weighed is placed on one side of the panand the weights are added on the other pan until both pans reach equilibrium. When
the equilibrium has reached, its mean both pans contain equal masses.
For example, if we place an object on the left pan and two weights of 0.5 kg and o.1 kg
in the right pan, on equilibrium, we can say that the mass of object is 0.5 kg + 0.1 kg =
0.6 kg.
2)Electrical balanceAn electrical balance is very practical to used because we can see the weighting result
directly in the screen. The balance requires electrical power to operate.
3)Beam BalanceThere are two types of beam balance, the double-beam balance and the triple-beam
balance. The work principle of double beam balance is similar with two-beam balance.
The triple-beam balance comprises of three arms scale, the first arm scale has a value of
100 gram between two nearby thick lines, the second arm has a value of 10 g between
two nearby thick lines, and the third arm has a value of 1 g between two nearby thick
lines.
Figure 1.5 Some example of balances
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The Standard and Measuring Instruments of Time
The SI unit of time is second. One second is defined as the time required for cesium-133 atom
to undergo a transition 9.192.631.770 cycles. The measuring instruments for time are:
1. WatchGenerally, a watch comprises of three hands; hour hand, minute hand and second hand.
The hour hand moved one scale in an hour; while the minute hand moved one scale every
minute; and second hand moved one scale every second.one hour equals to 60 minutes
and one minute equal to 60 seconds.
Figure 1.6 watch
2. StopwatchWe use stopwatch to measure time interval of an event, usually for a labiratory oe sport
events. The time interval is measured by starting the stopwatch to count at the beginning
of the event and stopping it when the event finished.
The Standard and Measuring Instrument of Temperature
Temperature is defined as a heat degree of an object. The SI units of temperature are Kelvin.
In Indonesia we often use Celsius degree as temperature unit, while Fahrenheit degree is
generally uses in USA and UK. The measuring instrument for temperature is a thermometer.
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Figure 1.7 Thermometer
2 . Derived Quantities
Derived quantities are physical quantities derived from the base quantities through
multiplication, division or both. Some example of derived quantities is shown in Table 1.3.
Table 1.3 Derived Quantities
No Quantities Units Unit Symbols
1 area square meter m2
2 volume cubic meter m3
3 velocity meter per second m/s
4 force newton N
5 mass density kilogram per cubic meter kg/m3
6 power watt W
7 work joule J
Take a look at the example below. Area is derived from length.
Area = length x width
= length quantity x length quantity
= m x m
= m2
Derived Quantities Measuring Instruments
Many derived quantities can be measured directly. For example, a barometer for measuringair pressure, a dynamometer for measuring force, and a graduated glass for measuring
derived uantities .
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Table 1.4 Two Dimensional Shape and Three Dimensional Shape Formulas
Two Dimensional
Shape
Area Formulas Three
Dimensional
Shape
Volume Formulas
Square
l
l
A = length
length
A = l l
A = l2
Cube
l
l
l
V = length length
length
V = l l l
V = l3
Rectangular
w
l
A = length width
A = l w
Block
h
w
h
V = length width
heightV = l w h
Circle A = r r
A = r2
Sphere =
Triangular
h
b
=
=
Tube/Cylinder
h
r
V = area of base
height
V = r2 t
Rhomboid
b
A = base height
A = l h
Cone =
=
r
r
r
h
r
h
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We can directly measure the volume of an object having irregular form such as a stone by
using graduated glass as shown in figure 1.17.
V1 (initial volume) = 30 ml
V2 (final volume) = 50 ml
Volume of the stone = V2 V1
= 50 ml 30 ml
= 10 ml
You have to notice that when you read the scale of the graduated glass, the right position
of your eyes is in line perpendicular to the plane of the scale.
What is the volume of the rock that fully immersed in the graduated glass on the picture
below?
Solution:
Identify : Vinitial = 50 ml
Vfinal = 60 ml
Asked : Vrock?
Answer : Vrock = Vfinal Vinitial
Example
1. A stone is submerged into a funnel glass that fully filledwith water, which makes some of the water spill into an
empty graduated glass. What is the volume of the stone?
2. The volume of water in a bath-up is 50 liters. If Vera using 10.5 liters of water for bath,how much is the remaining water in the bath-up?
3.
The temperature of boiled water measured by Ani is 75 C. What is the watertemperature in Kelvin?
Exercise
Figure 1.8Measuring the
volume of an irregular shaped
object using graduated glass
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SUMMARY
1. A physical quantity is something that can be measure and expressed with certainvalue or number quantified an have a related unit.
2. Measurement is defined as a process of comparing a quantity with other similarquantity that has already defined as a unit of measurement.
3. Unit of measurement is a standardized quantity of physical property. A non standardunit is a unit that is not internationally approved. While a standard unit is
internationally approved unit.
4. International system of unit or SI (the abbreviation for its French name, Le systeminternational the units) is the internationally approved standard system of units that is
use and acknowledge all around the world.
5. Conversion of units is changing certain unit of a physical quantity to another unitwithout changing its value by using a conversion factor.
6. Base quantities are physical quantities that cannot be defined in terms of otherphysical quantities and have their own units. There are seven base quantities : length,
mass, time, temperature, electric current, luminous intensity, and amount of substance
7. Derived quantities are physical quantities derived quantities from the base quantitiesthought multiplication division or both for example: area, volume, velocity and force.
8. Some instruments used for measuring length are rules, measuring tapes, verniercaliper, and micrometer screw.
9. Some instruments used for measuring weight are traditional two pan balances,electrical balance and beam balance.
10.Some instrument used for measuring time is watches and stopwatches.
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Referenceces
Prasodjo, Budi. Physics for Junior High School class VII.