Name: Grade:
GeoL101 LABORATORY
– Lab #1 – science Basics
Observing, Measuring,
Hypothesizing, Testing, and Units
Introduction & Purpose: In this lab you
will observe, measure, hypothesize, and test, earth materials and processes. The purpose of this laboratory experience is
to become better familiar with the basic sorts of activities and that geologists
do while investigating natural world phenomena as part of scientific inquiries.
Scientists use a special
sort of method to undertake all scientific inquiries called the scientific
method. The
scientific method is a sequence of steps that include empirical observations, the
formulation and testing of a hypothesis, or tentative explanation, which
addresses the origin, evolution, nature and/or processes of natural phenomena.
Directions:
Carefully study the glitter and/or
lava lamps that are set up in the lab; record as many observations as possible
concerning the material, energy, design, and processes of the lamp. Then come
up with a central question concerning the nature of the lava lamp. From the question, develop a testable
explanation or hypothesis – essentially the ‘answer’ to your question. Test your hypothesis by devising and running
(actually or virtually) an experiment – the analysis of the results of your
experiment should allow you to make the following conclusion: Yes – my hypothesis is
correct, OR No
– my hypothesis is incorrect. Be sure to include the following steps:
Step 1 - Empirical Observations -
Qualitative & Quantitative descriptions and measurements of system:
a) Material Components– Describe,
measure, and sketch (with labels) the whole and separate parts of the system. Include size, shape, form, and make-up of
each component and how it spatially relates to the other components – it’s
“structure”. Examples of a component’s
material make-up are metal, plastic, glass, ceramic, wood, rubber, etc. Be careful to NOT include any explanations,
or interpretations in your empirical observations – it should purely based on
describing or measuring what you are actually observing.
b) Energy – List
the sorts of energy that you detect in the system, including what may be going
in or out of the system. Examples are electricity,
light, heat, gravitational, kinetic, and magnetic. Be careful here too to NOT include any
explanations or interpretations in your empirical observations.
c) Dynamics:
Describe and measure notable changes in system through time - changes in mass,
energy, temperature, phase change, movement of mass and/or energy. A dynamic system indicates that there are
processes occurring within the system and/or between the system and its
surrounding environment. Some processes
may be observable, whereas, others are not – depending on the available sensing
instruments.
Movement of matter can be measured by rate of change. Again, be careful to NOT include any
explanations or interpretations in describing the system’s dynamics.
Step 2 – Posed Question(s) concerning the nature of a system (in this
lab’s case, a glitter or lava lamp)
The posed question or problem should have some sort of useful significance,
and be well-defined, measurable, and controllable – basically answerable. Questions that are answered by scientific
investigation are based on empirical observations - data, and scientific
thinking accomplished, usually following previous research.
Step 3 – Hypothesis – Interpretation, explanation, and/or prediction of the system. Note that the hypothesis should be stated in
a form that basically answers the above posed question(s). A hypothesis may include prediction(s), based
on the assumptions made in the hypothesis.
A scientific hypothesis must be falsifiable,
meaning that it can be tested for validity within the empirical constructs of
the natural world, i.e., the hypothesis is scientifically testable. Supernatural explanations are NOT testable.
Step 4 - Test
– A definitive method/means of finding out whether or not the hypothesis
is true or false. The test can be
either, an experiment done on the system, or further observations of the system that are used to test a prediction
of the future state of the system. In
either case, the result should provide a straight-forward conclusion that is
either a “yes” or “no” to the hypothetical answer (hypothesis) to
the original posed question(s) made in step 1.
Predictions can also be tested by further observation.
Step 5 – Results - The measured and recorded observations and information from the test
and/or predictions, whether it be from an experiment - the experimental data,
or from further observations of the system.
Analysis and evaluation of the data will lead to a conclusion concerning
the hypothesis.
Step 6 - Conclusion - A statement that summarizes the evaluated results (data) from the
test. The conclusion will either invalidate
the hypothesis and prediction(s), or confirm the hypothesis and
predictions. It is also possible that
your results are inconclusive (neither a “yes” nor “no”) – this result
basically means that your test was inadequate.
Step 7 – Reevaluation - Based on your conclusion, what must be done concerning your original
hypothesis? Retain it? Modify it?
Throw it out completely? Or does it appear that the test does not
adequately challenge the hypothesis?
Scientific Inquiry of a Glitter and/or Lava Lamp -- Worksheet
Step 1 – Qualitative
and Quantitative Observations of System:
a) Material Components:
b) Energy:
c) Dynamics
Step 2 – Posed Question Concerning System:
Step 3 – Tentative Hypothesis:
Step 4 – Method of Testing: An “experiment” – and/or – Further observations for predicting
Step 5 - Test Results (recorded data):
Step
6 – Conclusion(s):
Step
7 - Reevaluation:
Exercise #2 - Determining the Density of Water
Directions: a) Write a simple step-by-step
procedure on how you could use a small graduated cylinder and a gram balance
(scale) to determine the density of water by dividing its measured mass by its
measured volume, in grams per cubic centimeters (g/cm3). b) Use your measurements of
water’s mass and volume to calculate the density of water as accurately as you
can. Note: You must show your complete
calculations and units for full credit.
Step
1.______________________________________________________________________ __________
Step 2.
________________________________________________________________________________
Step 3. ________________________________________________________________________________
Step 4.
________________________________________________________________________________
Water Sample Measurements: Water Mass = ___________ Water Volume = __________
Write Calculations for Water Sample Here:
Density = Mass/Volume
(don’t forget units)
Water Sample Density = ____________
Question 1) Do
you see any significance in your calculated density value of water, in terms of
how the concept of the weight value of “gram” was developed? Hint: What material of what volume under what
conditions did the global scientific community agree on to use as a standard
mass to define the unit of “Gram”? Why
do you think they agree on this definition of “gram”?
Question 2) If you measured a chuck frozen water (ice), and it had
the same weight as your liquid sample you measured above, could you predict
whether it would have a different volume, based on personal experience? How might you test your prediction?
Exercise #3 -
DETERMINING THE DENSITY OF CRUSTAL ROCK SAMPLES
Directions: a) Use the displacement
method to
help determine a rock’s density. b) Determine rock sample’s density using the rock’s
volume (cm3) and mass (g). c) Show your calculations for density and round off
your final density value to the correct significant figures.
Granite
Rock Sample: Measurements: Volume = __________ Mass = ___________
Calculations for Rock Sample Here:
Granite Rock Sample Density = ___________ Make sure to include the units!
Exercise #4 – Converting Units of Measurement
Directions: Calculate the following unit conversions using the
correct significant place values. The
unit conversion values are found on page xi
in your lab manual. Note that you
MUST
show your math calculation AND units to get credit for your answer.
Unit Conversion
Problem Unit Conversion
Calculation
Example: 2.5 miles =
_4.0_ kilometers 2.5 mi x 1.6 km/mi = 4.0 km (miles cancel)
a.
10.0 miles = _______ kilometers.
b.
3.0 feet = ______
meters.
c.
16 kilometers = ______ meters.
d.
25 meters = ______
centimeters (cm).
e.
1.3 liters (L) = ______ milliliters
(mL) or cubic centimeters (cm3)
f.
25.4 mL = ______ cm3
g.
120 pounds = ______
kilograms (Kg).
h. 2 ounces = ______ . grams
i.
If an object traveled 280 miles in 4 hours, the velocity of the object = ________
km/hr
Velocity = distance/time
j.
Convert your height from Imperial System to Metric System. (convert feet/inches to centimeters)
My height is ___ feet ____ inches. My
height in cm’s is
______ cm.
k. Convert your weight from
Imperial System to the Metric System. (convert pounds to kilograms)
My weight is ________ lbs. My weight in kg is ______
kg.
n. Convert the following temperatures from Fahrenheit
to Celsius. Conversion: C = (F
- 32) * 5/9
Average human body temperature is 98.6˚ F =
_______˚C
Each student
must write a lab reflection (minimum of 120 words in length) about your
experience in doing the exercises in lab today.
Include the following: 1) The purpose of the lab; 2) What you learned
from this laboratory; 3) What was interesting; 4) The problems and challenges
you encountered; and 5) How this lab was designed (the good and/or bad). Hand write (if you are neat) or type. You can use the blank back of this page to
write your reflection.
SI MODERN METRIC CONVERSION FACTORS
|
APPROXIMATE CONVERSIONS TO SI UNITS |
||||
|
SYMBOL |
WHEN YOU KNOW |
MULTIPLY BY |
TO FIND |
SYMBOL |
|
LENGTH |
||||
|
in |
inches |
25.4 |
millimeters |
mm |
|
ft |
feet |
0.305 |
meters |
m |
|
yd |
yards |
0.914 |
meters |
m |
|
mi |
miles |
1.61 |
kilometers |
km |
|
AREA |
||||
|
in2 |
square inches |
645.2 |
square millimeters |
mm2 |
|
ft2 |
square feet |
0.093 |
square meters |
m2 |
|
yd2 |
square yard |
0.836 |
square meters |
m2 |
|
ac |
acres |
0.405 |
hectares |
ha |
|
mi2 |
square miles |
2.59 |
square kilometers |
km2 |
|
VOLUME |
||||
|
fl oz |
fluid ounces |
29.57 |
milliliters |
mL |
|
gal |
gallons |
3.785 |
liters |
L |
|
ft3 |
cubic feet |
0.028 |
cubic meters |
m3 |
|
yd3 |
cubic yards |
0.765 |
cubic meters |
m3 |
|
NOTE: volumes greater than 1000 L shall be shown in m3 |
||||
|
MASS |
||||
|
oz |
ounces |
28.35 |
grams |
g |
|
lb |
pounds |
0.454 |
kilograms |
kg |
|
T |
short tons (2000 lb) |
0.907 |
megagrams (or "metric ton") |
Mg (or "t") |
|
TEMPERATURE (exact degrees) |
||||
|
oF |
Fahrenheit |
5 (F-32)/9 |
Celsius |
oC |