Transcript numbers

The Study of the Universe!
When Doing Labs
• Use the Scientific Method – accepted method for
scientists to explain how things work
• Steps:
State Problem and Collect Data
2. Formulate Hypothesis
3. Perform Experiments
1.
Step 1: Collecting Data [Two Types]
Quality vs. Quantity?
Qualitative (Quality)
Quantitative (Quantity)
 NO NUMBERS involved
 NUMBERS involved
 Ex. The sky is blue
 Ex. The solution is 34.50
grams
 Ex. The solution is
cloudy
 Ex. Water boils at 100
degrees
Step 2: Hypothesis
• Hypothesis – a POSSIBLE
explanation for why
something happens
• Observations are NOT
hypotheses
• Ex. the solution is cloudy
(observation)
• Ex. the solution is cloudy
because it is contaminated
(hypothesis)
Step 3: Experiments
 Use controls and variables
 Control – the constant
 Variable – the thing that
changes in the experiment
 Lake vs. Ocean
 Perform multiple Trials –
attempts at experiment
When Measuring Liquids…
 Meniscus – curve at
upper surface of liquid
 Measure liquids HERE
Quick Quiz #1
 The scientist notes that there are 42 eggs in the basket.
Is this a qualitative or quantitative measurement?
 What is a variable?
 When measuring volumes of liquids, what is the
curved line that you use?
Types of Chemicals
 Flammables and Combustibles – chemicals that can
catch on fire
 Corrosives – things that damage/burn through skin
tissue
 Pressure – chemicals that are dangerous at different
pressures
Flammables
 Ex. Bunsen Burners
(used in this lab!)
 Precaution: WEAR
GOGGLES!
 Similar but NOT the
same as
COMBUSTABLES –
catch fire at HIGH
temperatures
Handling Boiling/Hot Chemicals
 DON’T TOUCH WITH
BARE HANDS!
 USE TONGS or “Hot
Hands”
Corrosives
 Corrosives = acids and
bases that can damage
skin
 Precautions: WEAR
GLOVES, PROTECTIVE
CLOTHING (longsleeves) AND GOGGLES
If Corrosive Chemicals Get On
Skin…
 RINSE IMMEDIATELY
 continuous running
water (NOT SOAP)
 Eyes – RINSE
IMMEDIATELY for at
least 5 minutes under
eye wash.
Broken Glass
 Accidents happen (no,
really)
 Broken glass (beakers,
test tubes,
thermometers, etc) LET
ME KNOW ASAP!
 Move away from station
until glass is cleared
Warm Up #5
Converting Units
Amurrica vs. The World
Amurrica
The Rest of the World
Distance: Inches, Feet, Miles
Distance: Millimeters, Meters,
Kilometers
Volume: Cups, Quarts, Gallons
Volume: Milliliters, Liters,
Kilometers
Mass: Ounces, Pounds, Tons
Mass: Milligrams, Grams,
Kilograms
WHY DOES THIS
STILL EXIST?
THIS IS WAY EASIER.
The Metric System Prefixes
Going from BIG to small
 Ex: 145.8 Decimeters (dm) into Kilometers (km)
 FOUR decimal places from DECI to KILO
 Move Decimal FOUR PLACES LEFT
 145.8 dm = 0.01458
Quick Quiz #3
Convert the following:
 34.67 mL = ____ L?
 4.903 hg = _____ dg?
 John travelled a distance of 290480000 millimeters.
How many kilometers is that?
Density and Speed
Density: Concentration of a
substance in a given space
 Mass over Volume (m/v)
 Ex. g/mL, kg/L, etc.
Speed: rate at which an
object moves
 Distance over Time (d/t)
 Ex. m/s, km/hr, etc.
Dimensional Analysis Intro.
 Problem #1: Karla has a substance with a density of
4.68 g/mL. How many g/cL is that?
 Problem #2: James was measuring the speed of a car in
meters per second. If he found that a car was moving
at the speed of 5.50 m/s, how many km/hr is that?
On your Calculator:
 500 x 500 = 250000.
(that’s a big number!)
 .005 x
.005 = 2.5-05
(WTF?)
 Why does the second
answer look like this?
Scientific
Notation
 Scientific Notation – way of making
REALLY big or REALLY small numbers
easy to read.
 General Form:
Mx
n
10
 M = number between 1 and 10
 n = number of decimal places you
move
2 500 000 000.
9 8 7 6 5 4 3 2 1
Step 1: Insert an understood decimal point
Step 2: Decide where the decimal must end up so that
one number is to the left
Step 3: Count how many places you bounce the
decimal point
Step 4: Re-write in the form M x 10n
2.5 x
9
10
The exponent is the number
of places we moved the
decimal TO THE LEFT.
Quick Quiz #1
Multiply 123456 x 7890 on your calculator
What was your answer?
2. Write your answer in scientific notation.
1.
Do the same for the following problems:
1. 98765 x 43210 = ?
2. 10000 x 892800 = ?
3. 90 x 9 = ?
0. 0 0 0 0 2 5
1 2 3 4
5
WITH NUMBERS SMALLER
THAN ONE…
2.5 x
-5
10
The exponent is negative
because the number we
started with was less than 1.
Review:
WITH NUMBERS WAY BIGGER THAN 1
 MOVE DECIMAL TO THE LEFT
 n VALUE WILL BE A POSITIVE NUMBER
WITH NUMBERS WAY SMALLER THAN 1
 MOVE DECIMAL TO THE RIGHT
 n VALUE WILL BE A NEGATIVE NUMBER
Part 1
What does that mean?
 Dimensional Analysis
– Converting one thing to another
 Used in chemistry (converting units of
mass/distance/volume)
 BUT YOU DO THIS IN REAL LIFE ALL THE TIME
Convert the following:
 How many seconds in a
minute?
 1 minute = ___ seconds
 How many quarters in a
dollar?
 1 dollar = ___ quarters
 How many points do you
score in a touchdown?
 1 touchdown = ___ points
1 min.
60 sec.
$1
60 sec.
O
R
O
R
O
R
1 min.
$1
Example Problem
Julia measured the length of Catherine’s hair. She found
out that her hair was 24 inches long. How many feet is
that?
First ask yourself:
 What is your starting amount?
 What are you converting to?
 How many inches are in a foot?
Reminder: UNITS
 DO NOT LEAVE ANY NUMBER NAKED! IT
NEEDS A UNIT.
 GOAL: CANCELLING OUT UNITS
 One unit label on top, the other on bottom
Feet
Feet
will cancel out
(Feet x Feet) = Feet2
System to Do This:
DIMENSIONAL ANALYSIS
 Starting amount, draw a
line underneath it.
 Draw a vertical line next
to it.
 One unit on top, other
on bottom
 Multiply stuff on top
 Multiply stuff on bottom
 Divide Top and Bottom
Quick Quiz #2
Convert the following using Dimensional Analysis:
 12 feet = ___ inches? (1 foot = 12 inches)
 9 touchdowns = ___ points? (1 TD = 6 points)
 4 apples = ___ oranges? (1 apple = 3 oranges)
Word Problems
 Read the problems carefully
 Underline important information (things with
numbers)
 Know what units you start with
 Know what units you need to end with
Example Problem
Steven was REALLY thirsty, so
he wanted to buy some water
bottles from Mr. Lockett. He
ended up buying 4 water
bottles. If each water bottle
costs $2, how much money (in
dollars) did he spend?
Underline Important Info.
Steven was REALLY thirsty, so
he wanted to buy some water
bottles from Mr. Lockett. He
ended up buying 4 water
bottles. If each water bottle
costs $2, how much money (in
dollars) did he spend?
Solve Using
Dimensional Analysis
Convert One
Thing to Another
4 Water
Bottles
2
Dollars
1 Water
Bottle
Starting
Materials
(INCLUDE
UNITS)
=
4x2
1
= 8 Dollars
Quick Quiz #3: SOLVE USING
DIMENSIONAL ANALYSIS
1.
Guadalupe was bored and wanted class to be
over. Mr. Lockett said class was over in 90
minutes. How many hours is that?
(1 hour
= 60 minutes)
2. For some reason Esteban really wanted quarters.
He gives the cashier a 5 dollar bill. How many
quarters will he get from this 5 dollar bill? (1
dollar = 4 quarters)