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Unit 1: Introduction - Skills
(14 hours)
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Lesson One;
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| Summary: -introduce course outline -marking schemes -notebook organization |
Homework: -complete title page -complete table of contents |
Teacher will now read over the course outline with students, explaining
safety rules and classroom expectations.
Formal lessons will begin next class.
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Lesson Two;
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| Summary: -define scientific method, models -describe variables -describe inferences and observations -Connections 9, Activity 2-1, pg. 46-47 |
Homework: -complete inference/observation sheet |
SCIENCE: knowledge of natural or physical phenomena
SCIENTIFIC METHOD: step by step approach to solving scientific
problems...an example is listed below
(1) PURPOSE -state the problem you wish to study using the scientific method
(2) HYPOTHESIS -make a prediction about the problem studied
-two variables should be mentioned in this hypothesis
INDEPENDENT VARIABLE: something that is changed by researcher
DEPENDENT VARIABLE: something that is changed by INDEPENDENT variable
state hypothesis as:
IF independent variable changes, THEN dependent
variable will change
. e.g. IF a pen is dropped,
THEN it will fall
IF I step on the gas peddle,
THEN my car will speed up
IF I turn light a candle,
THEN the room temperature
will increase
(3) MATERIALS -list equipment needed to test hypothesis
(4) METHOD -list the steps followed in order to test hypothesis
(5) OBSERVATIONS -record of observations made during test of hypothesis
Observations -detecting information using 5 senses
. e.g. use taste, smell, touch, sight, sound...object does not move, is
wet...
Observations should record: reactants
(materials at start of reaction)
products (materials at
end of reaction)
reaction (what occurs during
reaction)
(6)
DISCUSSION -explanation of inferences made using observations, mention
possible sources of error
Inferences -conclusions or explanation of observations
. e.g. object is dead, lives in water...
(7)
CONCLUSIONS -state if test has shown hypothesis to be correct/incorrect/inconclusive
SCIENTIFIC MODELS: mental or physical representation used to help
explain scientific concept
(which is too difficult to observe directly)
. e.g. molecular models are used to show how atoms interact
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Lesson Three;
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| Summary: -Group Activity |
Homework: -none |
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Lesson Four;
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| Summary: -define quantitative, qualitative, meniscus -practice measurement sheets -describe mass and how it is measured -measure mass of four wooden blocks |
Homework: -complete mass lab |
QUALITATIVE OBSERVATIONS -no number in measurement, subjective
description
. e.g. colour, smell, taste
QUANTITATIVE OBSERVATIONS -measure the amount of
a number and a unit
. e.g. 10 cm, 15 L, 5 fingers
*you should only estimate one digit more than is visible on the measuring
instrument used
e.g.. Assume
you have a ruler that only has cm markings markings on it.
If an object appears to measure half way between the 6 cm mark
and the 7 cm mark, the object
is said to be 6.5 cm long. The 0.5 cm was your estimate of
how far between the 6 cm and
7 cm the object went.
If another object is found to be right on the 6 cm mark, the
estimated size of the object
would be recorded as 6.0 cm long. The estimated digit must
be included.
POSSIBLE SOURCES OF ERRORS IN MEASUREMENT:
PARALLAX ERROR: When an object is measuring instrument is
viewed form above or below different
results are seen.
In order to prevent inconsistent
readings, measurements should be made while viewing the
measuring instrument straight
on
MENISCUS: Curves on surface of solution, called meniscus, may result
in measurement errors.
-in order to be consistent in measurement, a meniscus is measured from the
bottom of the curve
TYPES OF QUANTITATIVE OBSERVATIONS
MASS: amount of matter in an object measured quantitatively
-can be measured using a balance
-standard units are kg (kilograms)
1000 g = 1 kg
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Lesson Five;
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| Summary: -describe three ways to measure volume -measure volume of many objects -introduce graphing rules, practice graphs |
Homework: -complete volume lab |
VOLUME: amount of space taken up by an object measured quantitatively
-standard units are L (litres)
1000 mL = 1L
cm3 can be used as well
1 mL
= 1 cm3
VOLUME OF REGULAR SHAPED OBJECT (e.g.. block) -measure using a
ruler
formula = length X width X height (e.g. cm X cm
X cm = cm3)
VOLUME OF SMALL IRREGULAR OBJECT (e.g. small rock) -measure using
a graduated cylinder
(volume of water in cylinder + object) - (volume
of water in cylinder) = volume of object
VOLUME OF LARGE IRREGULAR OBJECT (e.g. big rock) -measure using
an overflow can and graduated cylinder
-add object to an overflow can which is filled with
water
-collect water that overflows from the can into a
graduated cylinder, and measure the volume of this
collected water
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Lesson Six;
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| Summary: -describe density, formula (use/manipulation) -do density lab, find density of wooden blocks -practice density questions |
Homework: -complete density lab/questions |
DENSITY -the amount matter that occupies a certain space
(mass per unit volume)
-a physical property, and is measured quantitatively
-formula is D = m/V where D = density, m = mass and V = volume
-if units for mass are g, and volume are mL, density units are g/mL
ALSO m=DV
V=m/D
-if a substance does not mix with another substance, and has a different
density,
density measurements can be used to determine
which substance will float on which...
e.g. 5 mL of olive oil is found to have a mass of
4.6 g, while 30 mL of water has a mass of 30 g
The olive oil and water are unable
to mix with each other.
Determine the density of
each substance, and which substance will float on the other
Olive Oil - D =
m / V
given m = 4.5 g and V = 5 mL
= 4.6 g /5 mL
= 0.92 g/mL is the density of olive oil
Water -
D = m/V
given m = 30 g and V = 30 mL
= 30 g /30 mL
= 1.0 g /mL is the density of water
Olive oil is less dense than water
Since olive oil is less dense than water, it will float on the water.
Denser materials sink.
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Lesson Seven;
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| Summary: -introduce concept of slope -relate slope to density -practice slope problems -do "Das Boat" lab if time permits |
Homework: -finish slope problems |
SLOPE -a quanititative measurement that indicates how fast one
quantity changes with respect to another on a line graph
SLOPE = RISE / RUN = (y2 - y1)/(x2
-x1)= distance on "y" axis / distance on "x" axis
e.g. Two points on a line are found. They are (0,0) and (2,1). Find the slope of this line.
slope = rise/run = (2 - 0)/(1 - 0) = 2/1 = 2
Another point on the same line is (4,2). Find the slope between
(2,1) and (4,2).
slope = rise/run = (4 - 2)/(2 - 1) = 2/1 = 2
Notice that both answers are the same for the slope of the above line.
Use any two points on the same line to find the slope.
The slope will be the same if the points are on the same line.
-slope is measured on a straight line, and indicates a direct
relationship between the two properties plotted
i.e. as one property increases,
so does another
THE SLOPE OF A GRAPH GIVES US
A PROPERTY OF THE MATERIAL STUDIED
-slopes of different graphs indicate different properties...
SLOPE of distance/time graph =
velocity
SLOPE of speed/time graph = acceleration
SLOPE OF MASS/VOLUME GRAPH = DENSITY