SI Units of Measurement, Scientific Notation and Scientific Figures

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What is a physical quantity?

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A Physical Quantity is a quantity that can be measured.

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Base quantity?

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A quantity that does not depend on other quantities to be defined or determined.

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43 Terms

1

What is a physical quantity?

A Physical Quantity is a quantity that can be measured.

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2

Base quantity?

A quantity that does not depend on other quantities to be defined or determined.

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3

Mole of a substance?

A mole of a substance contains Avogadro’s constant of elementary particles, a mole of a substance contains 6,02 × 1023 basic particles

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4

The reason we use SI units?

To create a standardisation and ensure that everyone uses the same system to be universally understood.

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5

Length (l)

meter (m)

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6

Mass (m)

kilogram (kg)

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7

Time (t)

second (s)

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8

Temperature (T)

Kelvin (K)

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9

Electrical current (I)

ampere (A)

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10

Potential difference (V)

volt (V)

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11

Luminous Intensity (I)

candela (cd)

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12

Number of chemical units (n)

mole (mol)

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13

How many kelvin is 0C

273K

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14

Distance

Distance is the path of length travelled by an object.

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15

Luminous intensity

Luminous intensity is the brightness of light that an object emits in a certain direction.

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16

Temperature

Temperature is a measure of the average kinetic energy of the atoms/particles/molecules of a substance.

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17

pico (p)

10-12

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18

nano (n)

10-9

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19

micro (μ)

10-6

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20

milli (m)

10-3

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21

centi (c )

10-2

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22

deci (d)

10-1

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23

SI unit

100

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24

kilo (k)

103

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25

Mega (M)

106

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26

deka (da)

101

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27

hecto (h)

102

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28

Giga (G)

109

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29

Tera (T)

1012

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30

Direct Proportionality

Two quantities are directly proportional if, when one quantity is increased by a certain factor, the other quantity increases by the same factor.

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31

x axis

independent variable

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32

y axis

dependent variable

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33

Characteristic of two quantities that are directly proportional

Straight line that passes through the origin

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34

(Direct proportionality) y/x

= k (direct proportionality)

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35

(Direct proportionality) k X y

= x (direct proportionality)

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36

(Direct proportionality) y

∝x

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37

Inverse Proportionality

Two quantities are inversely proportional if, when one quantity is increased by a certain factor, the other quantity decreases by the same factor.

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38

(Inverse Proportionality) y X x

= k (inverse proportionality)

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39

(Inverse Proportionality) y

= k/x (inverse proportionality)

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40

(Inverse Proportionality) y

∝1/x

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41

slope or gradient

= change in y / change in x

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42

(Inverse Proportionality) y vs x

is a hyperbola / curve

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43

(Inverse Proportionality) y vs 1/x

is a straight line

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