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CAN YOU SOLVE THIS PROBLEM? 
 Using basic school resources, find a way to 
estimate the thickness of one, single sheet of 
paper…
1.2 DAY 2: EXPERIMENTS 
How can 
measurements 
affect what we 
discover in science?
MAKING MEASUREMENTS 
The how-to and why of measuring…
MEASUREMENTS 
 In your lab journal, 
title a new page 
“Measurements” 
 Get ruler and a 
“Conceptual Physics” 
book from the front 
of the room and measure it. 
 Draw a picture of the book and record the 
height, width and depth 
 Measure in centimeters. 
height 
depth width
MAKING A GOOD, SCIENTIFIC MEASUREMENT 
 In order to make a scientific measurement, you always 
record one decimal place more than you can know for 
sure. 
 How many decimal places should you measure using 
this ruler? 
cm 
0 1 2 3
MAKING A GOOD, SCIENTIFIC MEASUREMENT 
 What would be a scientific measurement of this arrow? 
cm 
0 1 2 3
WHAT’S THE DIFFERENCE? 
 What is the difference between the following 
measurements? 
 1 
 1.0 
 1.00 
 1.000 
cm 
0 1 2
MAKING A GOOD, SCIENTIFIC MEASUREMENT 
 What would be a scientific measurement of this arrow? 
cm 
0 1 2 3
MAKING A GOOD, SCIENTIFIC MEASUREMENT 
 What would be a scientific measurement of this arrow? 
cm 
0 1 2 3
THINK ABOUT IT: MEASUREMENTS 
Do you need to go back and adjust the 
measurements you made the first time 
you measured the dimensions of your 
book? 
 In making these measurements, what is 
one way you 
could be precise, 
but not accurate? height 
depth width
HOW MANY BOOKS? 
How many books 
would I need to 
stack them up 
from the floor to 
the ceiling?
NOW WHAT? 
 Working with the person next to you, find a way to 
estimate the thickness of one, single sheet of 
paper… 
 be quiet, people around you are listening!!!
LAB JOURNAL ENTRY: 
MEASUREMENTS 
Writing procedures: 
 bring in written instructions that would explain 
exactly how to estimate the thickness of one sheet of 
paper. 
 Use full sentences. 
 Write them as instructions. 
 Make them simple instructions. 
 Do NOT number the instructions… make a 
paragraph. 
 This is basically practice for writing the “Procedures” 
section of a formal lab write up.
MEASUREMENT 
meas⋅ure⋅ment [mezh-er-muhnt] 
noun 
1. the act of measuring. 
2. a measured dimension. 
3. extent, size, etc., ascertained by measuring. 
4. a system of measuring or measures: liquid 
measurement.
Term: Measurement My understanding: Fill in the circle that 
communicates your level of understanding. 
     
Definition: 
In my own words: Visual Representation: My examples:
QUANTITY 
quan⋅ti⋅ty [kwon-ti-tee] 
–noun, plural -ties. 
1. a particular or indefinite amount of anything: a small 
quantity of milk; the ocean's vast quantity of fish. 
2. an exact or specified amount or measure: Mix the 
ingredients in the quantities called for. 
3. a considerable or great amount: to extract ore in 
quantity.
Term: Quantity My understanding: Fill in the circle that 
communicates your level of understanding. 
     
Definition: 
In my own words: Visual Representation: My examples:
UNIT 
u⋅nit /yoo-nit] 
–noun 
Also called dimension. any specified amount of a 
quantity, as of length, volume, force, momentum, or 
time, by comparison with which any other quantity of 
the same kind is measured or estimated.
Term: Unit My understanding: Fill in the circle that 
communicates your level of understanding. 
     
Definition: 
In my own words: Visual Representation: My examples:
WHICH UNIT?! 
 Which unit would you use to measure… 
 the length of a football field? 
 the length of a pencil? 
 the distance across the United States? 
 the thickness of your desk? 
 the radius of the moon? 
 Why are different units useful? 
 What other things can we measure? 
 What are some of the different units we could use to 
measure these things?
MEASUREMENTS?! 
 The world grew! 
 Countries started trading goods. 
 Everyone had they’re own system for measuring 
things… 
 Length, for example, could be measured in… 
 feet, 
 inches, 
 miles, 
 spans, 
 cubits, 
 hands, furlongs, palms, rods, chains, leagues, and more. 
 What to do?!
THE METRIC SYSTEM! 
 In 1790, the French established a decimal based 
system of measuring called the metric system. 
 In 1960, the metric system was named the Système 
International d'Unités (or SI for short). 
 The metric system is currently used by most 
countries except the United States. 
 Changing units, or converting, in the metric system 
is easy, because it is based on multiples of ten…
Prefix Symbol Factor 
femto- f 10-15 = 0.000,000,000,000,001 
pico- p 10-12 = 0,000,000,000,001 
nano- n 10-9 = 0.000,000,001 
micro- μ 10-6 = 0.000,001 
milli- m 10-3 = 0.001 
centi- c 10-2 = 0.01 
deci- d 10-1 = 0.1 
Base Units 100 = 1 
deka- da 101 = 10 
hecto- h 102 = 100 
kilo- k 103 = 1,000 
mega- M 106 = 1,000,000 
giga- G 109 = 1,000,000,000 
tera- T 1012 = 1,000,000,000,000 
peta- P 1015 = 1,000,000,000,000,000
THE METRIC SYSTEM! 
 Because the metric system is based on powers of 
ten, it is very easy to convert… 
 1 gram = 1,000 milli-grams 
 1 meters = 1,000 milli-meters 
 1 liter = 1,000 milli-liters 
 The prefix holds the same value in the metric 
system… 
 1,000 grams = 1 kilo-gram 
 1,000 meters = 1 kilo-meter 
 1,000 liters = 1 kilo-liter 
 So, if you know the value of the prefix, you can 
convert any metric unit!
CONVERTING NON-METRIC UNITS… 
 How do I go from one set of units to another? 
 What if you are trying to make a recipe that calls for 
milliliters, but you only have teaspoons, tablespoons 
and cups? 
 What if you go on a trip to Europe and all the speeds 
and distances to the next city are posted in kilometers 
per hour (km/h) and kilometers, not miles per hour and 
miles? 
 What if your crazy physics teacher wants you to tell 
them how many millimeters are in a mile? 
 There are several methods… 
 I will show you my favorite!

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Measurements

  • 1. CAN YOU SOLVE THIS PROBLEM?  Using basic school resources, find a way to estimate the thickness of one, single sheet of paper…
  • 2. 1.2 DAY 2: EXPERIMENTS How can measurements affect what we discover in science?
  • 3. MAKING MEASUREMENTS The how-to and why of measuring…
  • 4. MEASUREMENTS  In your lab journal, title a new page “Measurements”  Get ruler and a “Conceptual Physics” book from the front of the room and measure it.  Draw a picture of the book and record the height, width and depth  Measure in centimeters. height depth width
  • 5. MAKING A GOOD, SCIENTIFIC MEASUREMENT  In order to make a scientific measurement, you always record one decimal place more than you can know for sure.  How many decimal places should you measure using this ruler? cm 0 1 2 3
  • 6. MAKING A GOOD, SCIENTIFIC MEASUREMENT  What would be a scientific measurement of this arrow? cm 0 1 2 3
  • 7. WHAT’S THE DIFFERENCE?  What is the difference between the following measurements?  1  1.0  1.00  1.000 cm 0 1 2
  • 8. MAKING A GOOD, SCIENTIFIC MEASUREMENT  What would be a scientific measurement of this arrow? cm 0 1 2 3
  • 9. MAKING A GOOD, SCIENTIFIC MEASUREMENT  What would be a scientific measurement of this arrow? cm 0 1 2 3
  • 10. THINK ABOUT IT: MEASUREMENTS Do you need to go back and adjust the measurements you made the first time you measured the dimensions of your book?  In making these measurements, what is one way you could be precise, but not accurate? height depth width
  • 11. HOW MANY BOOKS? How many books would I need to stack them up from the floor to the ceiling?
  • 12. NOW WHAT?  Working with the person next to you, find a way to estimate the thickness of one, single sheet of paper…  be quiet, people around you are listening!!!
  • 13. LAB JOURNAL ENTRY: MEASUREMENTS Writing procedures:  bring in written instructions that would explain exactly how to estimate the thickness of one sheet of paper.  Use full sentences.  Write them as instructions.  Make them simple instructions.  Do NOT number the instructions… make a paragraph.  This is basically practice for writing the “Procedures” section of a formal lab write up.
  • 14. MEASUREMENT meas⋅ure⋅ment [mezh-er-muhnt] noun 1. the act of measuring. 2. a measured dimension. 3. extent, size, etc., ascertained by measuring. 4. a system of measuring or measures: liquid measurement.
  • 15. Term: Measurement My understanding: Fill in the circle that communicates your level of understanding.      Definition: In my own words: Visual Representation: My examples:
  • 16. QUANTITY quan⋅ti⋅ty [kwon-ti-tee] –noun, plural -ties. 1. a particular or indefinite amount of anything: a small quantity of milk; the ocean's vast quantity of fish. 2. an exact or specified amount or measure: Mix the ingredients in the quantities called for. 3. a considerable or great amount: to extract ore in quantity.
  • 17. Term: Quantity My understanding: Fill in the circle that communicates your level of understanding.      Definition: In my own words: Visual Representation: My examples:
  • 18. UNIT u⋅nit /yoo-nit] –noun Also called dimension. any specified amount of a quantity, as of length, volume, force, momentum, or time, by comparison with which any other quantity of the same kind is measured or estimated.
  • 19. Term: Unit My understanding: Fill in the circle that communicates your level of understanding.      Definition: In my own words: Visual Representation: My examples:
  • 20. WHICH UNIT?!  Which unit would you use to measure…  the length of a football field?  the length of a pencil?  the distance across the United States?  the thickness of your desk?  the radius of the moon?  Why are different units useful?  What other things can we measure?  What are some of the different units we could use to measure these things?
  • 21. MEASUREMENTS?!  The world grew!  Countries started trading goods.  Everyone had they’re own system for measuring things…  Length, for example, could be measured in…  feet,  inches,  miles,  spans,  cubits,  hands, furlongs, palms, rods, chains, leagues, and more.  What to do?!
  • 22. THE METRIC SYSTEM!  In 1790, the French established a decimal based system of measuring called the metric system.  In 1960, the metric system was named the Système International d'Unités (or SI for short).  The metric system is currently used by most countries except the United States.  Changing units, or converting, in the metric system is easy, because it is based on multiples of ten…
  • 23. Prefix Symbol Factor femto- f 10-15 = 0.000,000,000,000,001 pico- p 10-12 = 0,000,000,000,001 nano- n 10-9 = 0.000,000,001 micro- μ 10-6 = 0.000,001 milli- m 10-3 = 0.001 centi- c 10-2 = 0.01 deci- d 10-1 = 0.1 Base Units 100 = 1 deka- da 101 = 10 hecto- h 102 = 100 kilo- k 103 = 1,000 mega- M 106 = 1,000,000 giga- G 109 = 1,000,000,000 tera- T 1012 = 1,000,000,000,000 peta- P 1015 = 1,000,000,000,000,000
  • 24. THE METRIC SYSTEM!  Because the metric system is based on powers of ten, it is very easy to convert…  1 gram = 1,000 milli-grams  1 meters = 1,000 milli-meters  1 liter = 1,000 milli-liters  The prefix holds the same value in the metric system…  1,000 grams = 1 kilo-gram  1,000 meters = 1 kilo-meter  1,000 liters = 1 kilo-liter  So, if you know the value of the prefix, you can convert any metric unit!
  • 25. CONVERTING NON-METRIC UNITS…  How do I go from one set of units to another?  What if you are trying to make a recipe that calls for milliliters, but you only have teaspoons, tablespoons and cups?  What if you go on a trip to Europe and all the speeds and distances to the next city are posted in kilometers per hour (km/h) and kilometers, not miles per hour and miles?  What if your crazy physics teacher wants you to tell them how many millimeters are in a mile?  There are several methods…  I will show you my favorite!