And Now, A Little Math Hooray!!. Measurements and Calculations Chapter 5.

Slides:



Advertisements
Similar presentations
Zumdahl • Zumdahl • DeCoste
Advertisements

Chemistry – Measurement and Calculations
Homework Answers m/s m g/L cm3
Zumdahl • Zumdahl • DeCoste
Important Topics Added to Chapter 1
Chapter 1: Measurements
Chapter 2 Measurement and Problem Solving
Chapter 2 Measurements and Calculations.
Scientific Notation Numbers in science are often very large or very small. To avoid confusion, we use scientific notation. Scientific notation utilizes.
Measurements and Calculations Notes
Measurement & Significant Figures
Measurements and Calculations Chapter 2 2.
Math in Chemistry Unit 1B.  What is it?  Anything that has ______ and ____________  What is volume?  _______________________________________  What.
CHAPTER 1 : MEASUREMENTS
Observation, Measurement and Calculations Cartoon courtesy of NearingZero.net.
Scientific Measurement Qualitative measurement – give results in a descriptive, non- numeric form Quantitative measurement – give results in a definite.
Measurement Notes. Chemistry – Qualitative Measurement – Quantitative Measurement – the science that deals with the materials of the universe and the.
MEASUREMENTS & MATH. EXACT NUMBERS! Numbers determined by counting or by definition Ex: 6 apples, 1 teacher 1 inch=2.54 cm.
Chapter 3 Scientific Measurement Ms. Wang Lawndale High School.
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.
Zumdahl • Zumdahl • DeCoste
1. To show how very large or very small numbers can be expressed in scientific notation 2. To learn the English, metric, and SI systems of measurement.
1 Measurement Quantitative Observation Comparison Based on an Accepted Scale –e.g. Meter Stick Has 2 Parts – the Number and the Unit –Number Tells Comparison.
Introductory Chemistry: A Foundation, 6 th Ed. Introductory Chemistry, 6 th Ed. Basic Chemistry, 6 th Ed. by Steven S. Zumdahl, Donald J. DeCoste University.
Uncertainty in Measurements: Using Significant Figures & Scientific Notation Unit 1 Scientific Processes Steinbrink.
Measurements and Calculations 1. To show how very large or very small numbers can be expressed in scientific notation 2. To learn the English, metric,
Chapter 1 The Study of Chemistry. Topics Introduction Scientific Method Classifications of Matter Properties of Matter Units of Measurement – Metric system.
Chapter 2 “Scientific Measurement” Standards for Measurement Accuracy vs. Precision Significant Figures.
MEASUREMENTS. EXACT NUMBERS! Numbers determined by counting or by definition Ex: 6 apples, 1 teacher 1 inch=2.54 cm.
Keith Baty Whitehouse High School. How close a measurement agrees with a true or accepted value.
Metric System The metric system (SI) is an international system of measurement that is based on units of 10.
Week.  Student will: scientific notation  Write in scientific notation.
Unit 1 Chapter 2. Common SI Units SI System is set-up so it is easy to move from one unit to another.
Chapter 1 Measurements 1.1 Units of Measurement.
1 Measurements. 2 Nature of Measurement Measurement - quantitative observation consisting of 2 parts Part 1 - number Part 2 - scale (unit) Part 2 - scale.
Measurement with the Metric System. Significant Digits Every measurement has a degree of uncertainty associated with it. The uncertainty derives from:
Honors Chemistry Chapter 3. Objectives—Chapter 3 Understand and be able to explain the nature of measurement Qualitative, quantitative Accuracy, Precision,
Section 5.1 Scientific Notation and Units 1.To show how very large or very small numbers can be expressed in scientific notation 2.To learn the English,
Metric System Notes - the standard system (SI) used by all scientists. It is based on the number 10. It can be used to measure anything. (length, volume,
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.
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.
© Adrian Dingle’s Chemistry Pages 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, All rights reserved. These materials may NOT be copied or redistributed.
Scientific Notation & Significant Figures in Measurement.
Measurements and Calculations
Name_____________________ Block____ Chemistry - Chapter 3 Reading Measurements, Significant Figures, SI Units and Dimensional Analysis.
Section 5.2 Uncertainty in Measurement and Significant Figures 1.To learn how uncertainty in a measurement arises 2.To learn to indicate a measurement’s.
Key Terms Chapter 3 MatterUnits MeterLiter KilogramSI MassBalance WeightScientific Notation Significant FiguresDensity VolumeNewtons 1.
Numbers in Science Chemists deal with very large numbers… (Do you recognize this number?)
SI (International/Metric System) of Units Universally accepted way to measure things Based off of the number 10 Conversions can be done easily.
Numbers in Science Chemists deal with very large numbers
Uncertainty in Measurements
Making accurate and precise measurements.  The metric system (AKA International System of Units or S.I.) is a measuring system based on units of 10.
Daily Review Tell the difference between accuracy and precision. Give an example. Record 56, in scientific notation. Record in scientific.
Objectives To show how very large or very small numbers can be expressed in scientific notation To learn the English, metric, and SI systems of measurement.
Why do we need to be able to measure things?
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.
Chapter 2, Measurements and Calculations
Introduction: Matter and Measurement
Metric Systems and Significant Figures
Significant Figures and Scientific Notation
Measuring Matter.
The Scientific Method: A logical series of steps
Dimensional Analysis.
#4 Notes : METRIC AND MEASUREMENTS/ Basic Math Tools
Making Measurements.
Measurement and Conversions
Chapter 2A: Measurements & Calculations West Valley High School
Presentation transcript:

And Now, A Little Math Hooray!!

Measurements and Calculations Chapter 5

Remember that the first step in science is making an observation, 2 kinds are –Qualitative Description based on qualities (It is red) –Quantitative Measurements 2 parts – Number and unit

Scientific Notation Numbers used may be very large or very small This way we can make these numbers as a product of a number between 1 and 10 and the appropriate power of 10 93,000,000 can be written as 9.3 x 10 7 –Move decimal until number is between 1 and 10 (one number is to its left) –Count the number of spaces you moved it –If you moved it to the left, the number is positive –If you moved it to the right, the number is negative Try these –238,000=2.38 x 10 5 –1,500,000=1.5 X 10 6 – =1.67 x 10 -4

Units International System of Units (SI) Based on metric system kilo- hecto- deka- BASE deci- centi- milli-

5.3 Measurements of Length, Volume, and Mass Length – distance between 2 points –Meter –1 inch = 2.54 centimeters –Use rulers Volume – space occupied by a substance –Liter or cubic centimeters or milliliters –Use graduated cylinders Mass – quantity of matter in an object –Kilogram or grams –Use a balance

5.4 Uncertainty in Measurement Estimate required when falls between 2 graduations This final digit is an uncertain number Usually record all certain numbers plus first uncertain number These are called the significant figures

5.5 Rules for Significant Figures Nonzero numbers always count as significant figures –1457 has 4 sig figs Three classes of zeros –Leading Zeros – come before nonzero numbers are not significant has 2 sig figs

–Captive Zeros – between nonzero numbers are always significant has 4 sig figs 43,082 has 5 sig figs –Trailing Zeros – to the right of the number are significant only if there is a decimal point 100 has 1 but 100. has 3 470,000 has 2 sig figs but 4.00 has 3 Exact numbers – From counting or a definition so have unlimited sig figs. Does not limit number –110 riders, 8 apples, 1 inch = 2.54 cm

Rounding Off >5 up, 5 up, <5 down In calculations, do all first and then round Sig Figs in calculations are also important –Multiplication or division Sig figs same as lowest = limiting 3 sig figs x 2 sig figs = 2 sig figs –Addition and Subtraction Limiting has smallest number of decimals = 31.1 (1 decimal place)