Note the 4 rules When reading a measured value, all nonzero digits should be counted as significant. There is a set of rules for determining if a zero.

Slides:



Advertisements
Similar presentations
Significant Figures and Scientific Notation. Significant Figures ► When using our calculators we must determine the correct answer; our calculators are.
Advertisements

Significant Figures When using our calculators we must determine the correct answer; our calculators and don’t know the correct answer. There are 2 different.
D = m/v (g/cm 3 )  Mass usually expressed in grams  Volume usually expressed in cm 3 or liters, etc.
Significant Figures ► ► When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct.
Significant digits Nilufa Rahim Sept. 21, Identifying significant digits 1. All non-zero digits are significant. Example: '123.45' has five significant.
Counting Significant Figures:
Significant Figures ► ► When using our calculators we must determine the correct answer; our calculators are mindless and don’t know the correct answer.
Cup of coffee = ~ 200 ml Add drop of H 2 O = 0.05 mL New volume: ~200 mL or mL?? If you say you imply that the volume of the initial cup.
Every measurement must have a unit. Three targets with three arrows each to shoot. Can you hit the bull's-eye? Both accurate and precise Precise.
Section 1.5—Significant Digits. Section 1.5 A Counting significant digits.
AIM: Significant Figures ► ► What are significant figures? ► On a blank sheet of paper Chapter Two 1.
Significant Figures Rules and Applications. Rules for Determining Significant Figures 1.) All Non-Zero digits are Significant. 1.) All Non-Zero digits.
Significant Figures. The Basics  All nonzero digits are significant  Ex: 1.2 – 2 significant digits  Ex: has 5 significant digits  Zeroes between.
Significant Figures 1.All non-zero digits are significant (2.45 has 3 SF) 2.Zeros between (sandwiched)non- zero digits are significant (303 has 3 SF)
Significant figures The number of digits which describe a measurement.
MEASUREMENTS. What is the difference between these two measurement rulers? Should we record the same number for each scale reading? The second scale gives.
Significant Figures. Significant figures are the digits in any measurement that are known with certainty plus one digit that is uncertain. Number of significant.
Significant Figures When using calculators we must determine the correct answer. Calculators are ignorant boxes of switches and don’t know the correct.
Significant Figure Rules. Rule Number 1 All non zero digits are significant. Examples 1179 – 4 significant figures significant figures
Unit 1 – Lecture 5. Scientific Notation Why use scientific notation / powers of 10? hard to use very large or very small numbers Uses Powers of Ten Format.
Significant Figures.
Sig figs made easy Or Simply sig fig By Mrs. Painter.
1/13/20161 Significant Figures CEC. 1/13/20162 Why we need significant figures In every measurement in a lab, there are inherent errors. No measurement.
1 INTRODUCTION IV. Significant Figures. A. Purpose of Sig Figs Units of Measurement: Measurements indicate the magnitude of something Must include: –A.
Significant Figures (sig figs)
The following lesson is one lecture in a series of Chemistry Programs developed by Professor Larry Byrd Department of Chemistry Western Kentucky University.
Sig-figs. Measurement and Significant Figures Every experimental measurement has a degree of uncertainty. The volume, V, at right is certain in the 10’s.
SIGNIFICANT FIGURES (SIG FIGS) - an attempt to report your results HONESTLY, showing how good or bad your equipment was. SIGNIFICANT FIGURES (SIG FIGS)
Significant Figures. Significant Digits or Significant Figures We must be aware of the accuracy limits of each piece of lab equipment that we use and.
Significant Figures. This can be difficult so … This can be difficult so … Hold on tight for a wild ride Hold on tight for a wild ride.
Significant Figures & Scientific Notation. Rules for SigFigs 1.Any non-zero digit is significant 2.Any trapped zeros are significant 3.Zeros to the left.
Precision in measurement. Significant Figures The number of digits that have meaning to precision of data Rules 1. All non-zero numbers ARE significant.
Significant Figures. Significant Figure Rules 1) ALL non-zero numbers (1,2,3,4,5,6,7,8,9) are ALWAYS significant. 1) ALL non-zero numbers (1,2,3,4,5,6,7,8,9)
SIGNIFICANT FIGURES Rules for Significant Figures.
2.4 Measurement and Significant Figures Every experimental measurement has a degree of uncertainty. The volume, V, at right is certain in the 10’s place,
Significant Figures.
Significant Figures All the digits that can be known precisely in a measurement, plus a last estimated digit.
 1. Nonzero integers. Nonzero integers always count as significant figures. For example, the number 1457 has four nonzero integers, all of which count.
Chapter 3.1 Accuracy and Precision Significant Figures.
This estimated number, 22.9°C, has three digits. The first two digits (2 and 2) are known with certainty, while the rightmost digit (9) has been estimated.
Significant Digits Uncertainty of Measurement. Three Rules Non-zero digits are significant Zeros between two significant digits are significant Zeros.
Significant Figures ► ► When measuring or using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Rules for Significant Figures
Significant Figures & Scientific Notation
Significant Figures in Calculations
Significant Figures in Calculations
Significant Figures.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Significant Figures Tell how well the measurement was made (helps towards Precision) Significant figures in a measurement include the known digits plus.
ROUNDING AND SIGNIFICANT FIGURES
Significant Figures and Measurement
Significant Figures.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Chemistry 02/06-02/07/17.
Pre-AP Chemistry 08/24/16-08/25/16.
Significant Figures in Calculations
Significant Figures.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Significant Figures Revisiting the Rules.
Unit 2: Physics Sc 3200.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
How do you determine where to round off your answers?
Accuracy vs. Precision Accuracy is a description of how close a measurement is to the correct or accepted value of the quantity measured. Ex: if the correct.
Significant Figures.
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Significant Figures and Rounding
Significant Figures When using our calculators we must determine the correct answer; our calculators are mindless drones and don’t know the correct answer.
Significant Figures – Measurements
Presentation transcript:

Note the 4 rules When reading a measured value, all nonzero digits should be counted as significant. There is a set of rules for determining if a zero in a measurement is significant or not. ► ► RULE 1. Zeros in the middle of a number are like any other digit; they are always significant. Thus, g has five significant figures. ► ► RULE 2. Zeros at the beginning of a number are not significant; they act only to locate the decimal point. Thus, cm has three significant figures, and mL has four. 1 Chapter Two

► ► RULE 3. Zeros at the end of a number and after the decimal point are significant. It is assumed that these zeros would not be shown unless they were significant m has six significant figures. If the value were known to only four significant figures, we would write m. ► ► RULE 4. Zeros at the end of a number and before an implied decimal point may or may not be significant. We cannot tell whether they are part of the measurement or whether they act only to locate the unwritten but implied decimal point. Chapter Two 2

Practice Rule #1 Zeros  All digits count Leading 0’s don’t Trailing 0’s do 0’s count in decimal form 0’s don’t count w/o decimal All digits count 0’s between digits count as well as trailing in decimal form