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.

Slides:



Advertisements
Similar presentations
Significant Figures. Purpose Significant figures are used with any measurement Significant figures are used with any measurement They tell you something.
Advertisements

SIGNIFICANT FIGURES. What are SIG FIG’S Digits that carry meaning contributing to its precision. They help make our “precision” more accurate Precision-the.
Rules for Counting Significant Figures - Details Nonzero integers always count as significant figures has 4 sig figs.
SIGNIFICANT FIGURES Are they significant, or “insignificant”?
Significant Figures.
Counting Significant Figures:
What time is it? Someone might say “1:30” or “1:28” or “1:27:55” Each is appropriate for a different situation In science we describe a value as having.
Unit One Notes: Significant Figures
Significant Figure Notes With scientific notation too.
measured certain digits. last digit is estimated, but IS significant. do not overstate the precision 5.23 cm cm Significant Figures (Sig Figs) (uncertain)
Significant Figures Rules and Applications. Rules for Determining Significant Figures 1.) All Non-Zero digits are Significant. 1.) All Non-Zero digits.
Significant Figures How to count the number of significant figures in a decimal number. How to count the number of significant figures in a decimal number.
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 AMOLE WHAT & WHY?  Refer to them as “Sig Figs” for short  Used to communicate the degree of precision measured  Example -
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.
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” What are Significant Figures? In science we say that significant figures are the figures (#’s) in a measurement that consist.
Significant Figures Honors Coordinated Science II.
Significant Figures.
Sig figs made easy Or Simply sig fig By Mrs. Painter.
Mastery of Significant Figures, Scientific Notation and Calculations Goal: Students will demonstrate success in identifying the number of significant figures.
Significant Figures (sig figs)
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.
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. 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 & Scientific Notation. Rules for SigFigs 1.Any non-zero digit is significant 2.Any trapped zeros are significant 3.Zeros to the left.
Significant Figures. Significant Figures One sig fig One sig fig Two sig figs One sig fig One sig fig One sig fig four sig figs.
Significant Figures. Rule 1: Digits other than zero are significant 96 g = 2 Sig Figs 152 g = __________ Sig Figs 61.4 g = 3 Sig Figs g = __________.
1 Significant Figures (Sig Figs) Quantity includes all known digits plus one estimated digit = last digit of # Indicates precision 500 vs
SIGNIFICANT FIGURES Rules for Significant Figures.
Significant Figures.
 1. Nonzero integers. Nonzero integers always count as significant figures. For example, the number 1457 has four nonzero integers, all of which count.
Measurement: Significant Figures. Significant Figures  Significant Figures (sig. figs.): the number of digits that carry meaning contributing to the.
 Importance: to ensure the accuracy of our measurements  To make sure we tell others only what we actually know based on our equipment and it’s limitations.
Chemistry I. Precision and Accuracy Accuracy refers to the agreement of a particular value with the true value. Precision refers to the degree of agreement.
Significant Digits Uncertainty of Measurement. Three Rules Non-zero digits are significant Zeros between two significant digits are significant Zeros.
Rules for Significant Figures
Unit 3 lec 2: Significant Figures
Rules for Significant Figures
Significant Figures Notes on PAGE _____. Significant Figures Notes on PAGE _____.
Uncertainty and Significant Figures
Rules for Significant Figures
Significant Figures Definition: Measurement with Sig Figs:
The Actual Rules for Determining the Number of Significant Figures
35 m = ______ cm 250 g = ______ kg 650 mm = ______ m 230 m = ______ km
Counting Significant Figures:
Warm up: Mass of Object g Volume of Water 12.5 mL
Sig Figs.
SIGNIFICANT FIGURES& SCIENTIFIC NOTATION
Significant Figures and Scientific Notation
Unit 1 lec 3: Significant Figures
Exact and Inexact Numbers
Sig Figs.
Significant Figures and Percent Error
Significant Measurements
Significant Figures.
Sig Figs.
Significant Figures.
5. Significant Figures- = represent the valid digits of a measurement and tells us how good your instrument is.
Unit 2: Physics Sc 3200.
Uncertainty and Significant Figures
SIGNIFICANT FIGURES.
Uncertainty and Significant Figures
Significant Figures Part 1: Counting Sig figs
How do you determine where to round off your answers?
Significant Figures.
Measurement Day 1 – Sig Figs.
Significant Figures and Rounding
Aim: How do we determine the number of significant figures in a measurement? Warm Up What is the difference between the values of 3, 3.0, and 3.00.
Presentation transcript:

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

Rule 1: All nonzero digits are SIGNIFICANT 673 has 3 sig figs 673 has 3 sig figs 2.8 has 2 sig figs 2.8 has 2 sig figs x 10 8 has 4 sig figs x 10 8 has 4 sig figs

506 has three 506 has three has four has four 1.01 x 10 4 has three 1.01 x 10 4 has three Rule 2 -All zeros “ sandwiched ” or between nonzero digits are significant

Rule 3: Trailing zeros are significant if the number contains a decimal point 34,800. mL has five sig figs 34,800 mL has three sig figs

2.90 x 10 3 has three sig figs

Rule 4: Leading zeros that function only to hold the decimal point are NOT significant mL has mL has two sig figs two sig figs m has m has one sig fig one sig fig

Rule 5: Zeros in a decimal number after a non-zero digit are significant kg has kg has three sig figs three sig figs cm has cm has six sig figs six sig figs

QUIZ ,040 8, , ,100.