2. Today we will:
Observe different substances and record
your observations
Identify and recognize General, Physical
and Characteristic properties of matter
Describe how physical properties can be
used to gather information about a
substance.
17. The student will:
Make accurate measurements using the
International System of Units (SI-metric)
Select and use appropriate tools for
gathering data
18. The student will:
Use mathematical concepts to collect,
analyze and report data
Calculate mass, volume of substances
Investigate and determine physical
properties of matter
20. Properties like mass and volume
that all substances have.
They do not help with identification
of the substance
Everything has mass (M) and
volume (V)
21. The amount of
matter in an object
or substance
▪ Measured with a
triple-beam-
balance
▪ Measured in grams
(g) or Kilograms
(Kg)
22. The amount of space
something takes up
Liquids are measured
in milliliters (mL)
Solids are measured in
cubic centimeters (cm3
)
23. To calculate the volume of a regular
solid such as a cube:
Measure the length (l) the height (h)
and the width (w).
Then multiply l x h x w to get the
volume
24. To find the volume of an irregular solid
use the water displacement method
using a graduated cylinder
25. Properties unique to a substance.
They help identify the substance
▪ Density Boiling Point
▪ Melting Point Freezing Point
▪ Flammability Combustibility
▪ Reactivity
27. The average in a series of numbers
when they are first added and then
divided by the number of addends
6+8+5+4+2+10 +7= 42
42/7 = 6
Mean = 6
28. The middle number in a series of
numbers when they are put in order
from lowest to highest
6, 8, 5, 4, 2, 10 , 7
2, 4, 5, 6, 7, 8, 10
6 is the median number
29. The most frequently repeated
number/value in a series of
numbers
2, 4, 5, 6, 6, 6, 7, 8, 10
6is the Mode
30. The difference
between the
highest and the
lowest numbers in
a series of numbers
It can be written as
Lowest – Highest or
as the numerical
difference between
the lowest and
highest numbers.
2, 4, 5, 6, 7, 7, 7, 8, 10
▪ Range Lowest t o
Highest 2 – 10
▪ Range difference =
8