Chem-is-Try AD Units 1 & 2 Final Exam Review Fall 2012 thatonerule: #2135 Your desire for success is aspiration, actually doing something about it is perspiratio.

Slides:



Advertisements
Similar presentations
Homework Answers m/s m g/L cm3
Advertisements

Metric Conversions Ladder Method
Unit 1 Part 2: Measurement
Introduction to Chemistry 0lbN0 0lbN0
Scientific Measurement
The Fundamental Tools Of Science. Units Some fundamental measurements in all of science: Length Time Mass Many others are combinations of these: Energy,
WHY DO WE USE THE METRIC SYSTEM?  Almost all other countries are using the metric system  Scientists need a universal way to communicate data (SI.
Unit Conversion and the Metric System
Measurement.
Measurements Measurements make observations meaningful.
Chapter 2 Data Analysis.
SIGNIFICANT FIGURES AND METRIC CONVERSIONS To Round or not To Round????
Qualitative vs. Quantitative Qualitative = descriptive, non-numerical. ex. : the mornings are getting very cold. Quantitative = numerical, definite measurement.
Standards of Measurements Chapter 1.2. Accuracy and Precision Accuracy – how close a measured value is to the actual value Precision – how close the measured.
Chapter 1 The Study of Chemistry.
Measurement/Calculation
SCIENTIFIC MEASUREMENT  CHEM IH: CHAPTER 3. What is Scientific Notation?  Scientific notation is a way of expressing really big numbers or really small.
Chapter 3: Scientific Measurement
Unit One Review Accuracy and Precision The important things to remember about accuracy and precision: You want measurements that are both accurate and.
Chapter 1 The Study of Chemistry. Topics Introduction Scientific Method Classifications of Matter Properties of Matter Units of Measurement – Metric system.
Scientific Measurement Ch. 3. Scientific Notation 3-1.
The Fundamental Tools Of Science. Units Some fundamental measurements in all of science: Length Time Mass Many others are combinations of these: Energy,
1 Scientific Measurement, Significant Figures and Conversions Turning optical illusions into scientific rules.
Chapter 3. Measurement Measurement-A quantity that has both a number and a unit. EX: 12.0 feet In Chemistry the use of very large or very small numbers.
INTRODUCTION TO CHEMISTRY CHAPTERS 1 AND 2. 1.) WHAT IS CHEMISTRY?  The study of matter and the changes that matter undergoes.
Measurements. What do we measure? Fundamental properties Fundamental properties mass (weight)kilogram mass (weight)kilogram lengthmeter lengthmeter timesecond.
The Science of Chemistry Measurement. Introduction When you hear the term chemistry, what comes to mind??? What do you think we are going to study?? Choose.
Matter And Measurement 1 Matter and Measurement. Matter And Measurement 2 Length The measure of how much space an object occupies; The basic unit of length,
Standards of Measurements. Accuracy and Precision Accuracy – how close a measured value is to the actual value Precision – how close the measured values.
Measurements I can use the SI units of measurement I can convert using conversion factors.
Conversions About them Why we shouldn’t need them How to use them.
Measurement/Calculation Units of Measure. Metric System based on powers of ten, so it’s easy to convert between units. Remember: –KING HENRY DANCED BEFORE.
1 CHEMISTRY IS THE STUDY OF MATTER AND ITS MAKEUP ARRANGEMENT OF ATOMS CHARACTERISTICS CHANGES AND REACTIONS.
Measurement/Calc Review Game. Rules of the game: Two people will share a board. Answer must be written correctly on your board and with appropriate units.
Measuring and Calculating Chapter 2. n Scientific method- a logical approach to solving problems n -Observation often involves making measurements and.
Obj. 1.4 to 1.6.  A.) Metric System 1.) All SI units (notes from Table 1.4)  B.) Selected Prefixes you should know 1.) Table 1.5  C.) Length and Mass.
Chapter 1 Physics Scientific Measurement. Accuracy, Precision, and Error However, the measurement is no more reliable than the instrument used to make.
Measurement Vocab. Measurement: a quantity that has both a number and a unit Measuring: a description of your observation.
Significant Figures and Scientific Notation HW: read Chapter 5.
2: Measurements and Calculations
Chemistry Three targets with three arrows each to shoot. Can you hit the bull's-eye? Both accurate and precise Precise but not accurate Neither accurate.
Unit 1: Intro to Earth Science and Scientific Processes.
Daily Review Tell the difference between accuracy and precision. Give an example. Record 56, in scientific notation. Record in scientific.
Significant Figures and Scientific Notation
Introduction Chemistry.
Scientific Measurement
Introduction To Chemistry
Chemistry Basics Mrs. Mawhiney.
Observing, Measuring, & Calculating
Measurement.
Why do we need to be able to measure things?
Units and Measurement Chemistry Mrs. Coyle.
Standards of Measurements
Chapter 2 Notes Measurement -In science the SI (International System) system of measurement is used Types of Measurement 1) Qualitative -gives descriptive.
Scientific Method, Measurements & Math
Measurement Accuracy vs Precision Percent Error Significant Figures
Unit 1B:SCIENTIFIC MEASUREMENT
Bell work: 1. If one pencil is 5.2 paper clips long, then how many paper clips is 3 pencils? 2. Re-write this number in scientific notation: 93,000,000.
Units and Measurement.
The Fundamental Tools Of Science.
Unit 1 – Making Measurements
1.3 NOTES Scientific Measurement
Measurement Accuracy vs Precision SI Units Dimensional Analysis
Scientific Measurement
Chapter 3 Scientific Method.
SI Units The worldwide scientific community and most countries currently use an adaptation of the metric system to state measurements. The Système International.
CH. 2 - MEASUREMENT.
Dimensional Analysis, Significant Figures, & the Metric System
Chapter 2 Analyzing Data
Chemistry Measurement Notes
Presentation transcript:

Chem-is-Try AD Units 1 & 2 Final Exam Review Fall 2012 thatonerule: #2135 Your desire for success is aspiration, actually doing something about it is perspiratio n.

If you will miss the exam…  In the auditorium on Monday Jan. 7.  May schedule with me to take the exams Tuesday or Wednesday (Jan.8- Jan.9) after the break. FIRST DAY December 18 12:30 – 2:30 6th PERIOD EXAM Review 1 st – 5 th period SECOND DAY December 19 7:30 – 9:302nd PERIOD EXAM 9:40 – 11:404th PERIOD EXAM 5 th and 7 th period reviews THIRD DAYDecember 20 7:30 – 9:303rd PERIOD EXAM 9:40 – 11:455th PERIOD EXAM FOURTH DAYDecember 21 7:30 - 9:30 1st PERIOD EXAM 9: :457th PERIOD EXAM

Qualitative v. Quantitative Data  Qualitative → Quality  Data can be observed but not measured; descriptions  Colors, textures, smells, tastes, appearance, beauty, etc.  Quantitative → Quantity  Data can be measured; numbers  Length, area, volume, weight, speed, time, temperature, cost, members, ages, etc.

 Concept of metric units and when to use  Metric prefixes based on powers of ten, so it’s easy to convert between units.  Remember:KING HENRY DIED BY DRINKING CHOCOLATE MILK

Kilo Hecto Deka BASE Deci Centi Milli Left = /10 Right = x10 How to use

 Density (gizmo) D=m/V Volume by displacement

Scientific Notation  This is an easy way to express really large or really small numbers conveniently. The general format for numbers expressed this way is some number x 10 some power

Try It! Express in scientific notation: a)61,500 b) c)321 d)64,960,000 e) Express in standard notation: x x x x 10 -4

Accuracy and Precision  Accuracy: how close a measurement is to the true value (the “correct answer”)  Precision: how close a value is to other values in that series

Are the following groups of measurements accurate, precise, both, or neither? 1) Given: true mass of sample of zinc is 14.5 g Measurements made: 13.2 g, 15.6 g, 17.9 g, 12.0 g 2)Given: true volume of sample of water is 33.3mL Measurements made: 22.4 mL, 22.2 mL, 22.4 mL, 22.3 mL 3) Given: true length of copper wire is 58.5 cm Measurements made: 58.4 cm, 58.5 cm, 58.5 cm, 58.4 cm

Significant Figures – Atlantic/Pacific Rule  If the decimal point is present, start counting digits from the Pacific (left) side, starting with the first non-zero digit.  If the decimal point is absent, start counting digits from the Atlantic (right) side, starting with the first non-zero digit. Present Absent

Try It: How many sig figs? a) b)2.50 c)2500 d)3.7 x 10 9 e)45009 f)100. g) h) i)100 a)3 b)3 c)2 d)2 e)5 f)3 g)7 h)3 i)1

Addition/Subtraction  Calculated value cannot be more precise than the least precise quantity used in the calculation.  The least precise has the fewest digits to the right of the decimal point.  calculated value will have the same number of digits to the right of the decimal point as the least precise quantity. Example m m + 12 m m BUT report as 49 meters.

Try It! a) g g b) cm – 6.50 cm a)0.201 report as 0.20 g b) report as cm

Multiplication/Division  The number of significant figures in the final calculated value will be the same as that of the quantity with the fewest number of sig figs used in the calculation. Example  15/3.155= but is reported as 4.8 (2 sig figs)  5.60 x = reported as 39.8 (3 sig figs)

Try It! a)7846 X X X 3300= b) ÷ 83= c)(57.6 X 3) ÷ (34 X 3.00 X )= d)(6.10 X 107 ) + (3 X 107 )= a) or 5.6 X b)7.0 c)0.02 d)9 X 10 7

Dimensional Analysis  Find a relationship (or set of relationships) between units  Cancel out units until only desired units are left  Then do the math  Given: Unit #1  Desired: Unit #2 Unit #1 Unit #2

Try It! Important Conversion Factors 60 seconds = 1 minute 60 minutes = 1 hour 1 mile = 5280 feet 1 foot = 12 inches 2.54 centimeters = 1 inch 100 centimeters = 1 meter 1. How many centimeters are in 6.00 inches? 2. If it takes 2.5 minutes to complete a task, what is that same length of time in seconds? 3. Express 24.0 cm in inches. 4. If a container of water absorbs 3.4 cal of heat, what is the amount of energy absorbed (in joules)? 5. How many seconds are in 2.0 years?