QUANTITIES
AND UNITS
Quantities
in physics are something that can be measured. Ex: length, width, volume,
weight, etc. Units are something to indicate the smallest part of quantities.
Main
quantities
Differencing
quantities
X
|
1
mile
|
1
feet
|
1
inch
|
1
cm
|
1
km
|
|
|
1
mile
|
1
|
|
|
|
5280
|
|
|
1
feet
|
|
1
|
12
|
|
|
|
|
1
inch
|
|
|
1
|
2.54
|
|
|
|
1
cm
|
|
|
|
1
|
|
|
|
1
km
|
|
|
|
|
1
|
|
|
|
|
|
|
|
|
|
|
Daya
Usaha
Energi
Kecepatan
Volume
Debit
Tekanan
Luas
Quantities
Units
Dimensions
Important
Number
- All
numbers except zero are important
- Zero
number between non-zero numbers are important
- Zero
number after decimal (in the right side of non-zero numbers) is an
important numbers
- Zero
number before decimal is an important numbers
- Important
numbers was written until underlined numbers
Written
expression of important numbers
1.24
cm = 0.0124 m (three important numbers)
0.0124
m à 1.24 × 10-2
m
important
numbers operation : à all operation must
only have one un-expecting numbers
Measurements
Measuring
by ordinary ruler (ordinary screw)
Smallest scale: 1
millimeter
Accuracy: Δx =
x 1 mm = 0.5 mm= 0.05 cm
ex: measurement at 3.60 ~
3.70 cm
result of measurement l = (x ± Δx) =
(36.0 mm ±
0.5 mm)
= (3.60 ±
0.05) cm
Measuring
by millimeter ruler (millimeter screw)
Smallest scale: 0.1
millimeter
Accuracy: Δx =x 0.1 mm = 0.05 mm= 0.005 cm
10 scale nonius scale
(vernier scale) = 9 mm
ex: measurement at 2.500 ~ 2.600
cm
(vernier scale) nonius scale at the 4th
line
result of the measurement
Measuring
by micrometer ruler (micrometer screw)
Smallest scale: 0.01
millimeter
Accuracy: Δx =x 0.0a1 mm = 0.005 mm= 0.0005 cm
50 scale nonius scale = 0.01
mm
ex: measurement at 2.500 ~
2.600 mm
(vernier scale) nonius scale at the 48th
line
result of the measurement
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