A CCURACY VS. PRECISION. P RECISION Measurements are as only as specific as the instrument being used. Consider a ruler marked in whole inches OR a ruler.

Slides:



Advertisements
Similar presentations
Chapter 2 – Scientific Measurement
Advertisements

Understanding precision and measuring
WHERE MATH BECOMES REALITY! Measurements and Calculations.
Significant Digits. Other ways of saying it… Significant Digits Significant Figures Sigfigs Sigdigs.
Measurement and Significant Figures
Using Scientific Measurements.
Measurements: Every measurement has UNITS.
Chemistry Calculations
Measurements and Calculations
The color was brownish The volume was 6 mL The weight was 11.5 g What’s the difference between these three pieces of data?
WHERE MATH BECOMES REALITY! Measurements and Calculations.
Measurements: Every measurement has UNITS.
Scientific Notation Converting into Sci. Notation: –Move decimal until there’s 1 digit to its left. Places moved = exponent. –Large # (>1)  positive.
Chapter 2 “Scientific Measurement” Standards for Measurement Accuracy vs. Precision Significant Figures.
Error Analysis Monday, August 17 th. Do Now  Complete the following calculation. Make sure you use the correct amount of sig figs:  x174.5  Once.
Calibration vs. Precision If a balance is accurate, it should read 0 when nothing is on it. The process for making sure a balance or any equipment is accurate.
Ch. 5 Notes---Measurements & Calculations Qualitative vs. Quantitative Qualitative measurements give results in a descriptive nonnumeric form. (The result.
1 1.5 Uncertainty in Measurement. 2 Measurements are always uncertain because measuring instruments are never flawless and some estimation is always required.
Measuring and Significant Digits. Parallax Error Parallax is the apparent shift in position of an object caused by the observer’s movement relative to.
Reading Scales Section 1.3. Our Metric Rulers are Marked off in Centimeters 10 centimeters are in one decimeter.
Significance in Measurement How to make a measurement from an instrument… How to make a measurement from an instrument… Write down all the digits that.
Ch. 5 Notes---Scientific Measurement Qualitative vs. Quantitative Qualitative measurements give results in a descriptive nonnumeric form. (The result of.
Accuracy, Precision, Significant Figures
Accuracy vs Precision Accuracy: how close a set of measurements is to the actual value. Precision: how close a set of measurements are to one another.
Accuracy vs. Precision Measurements need to accurate & precise. Accurate -(correct) the measurement is close to the true value. Precise –(reproducible)
I II III I. Using Measurements (p. 8-15) CH MEASUREMENT.
Refers to the degree of exactness. The marks on a scale or other instrument tell you the precision that is possible.
Chapter 2 - Section 3 Suggested Reading Pages Using Scientific Measurements.
Units of Measure & Conversions. Number vs. Quantity  Quantity - number + unit UNITS MATTER!!
Chemistry Chapter 2D Uncertainty in Measurement. Uncertainty  Represents how well a measurement was made  Science is ‘peer reviewed’  We don’t just.
I II III Using Measurements MEASUREMENT. Accuracy vs. Precision  Accuracy - how close a measurement is to the accepted value  Precision - how close.
Accuracy vs. Precision. Calculations Involving Measured Quantities The accuracy of a measured quantity is based on the measurement tool. The last digit.
Scientific Notation and Significant Figures A. Accuracy vs. Precision Accuracy - how close a measurement is to the accepted value Precision - how close.
SOL Review 1.  Accuracy: measure of how close a measurement comes to the actual true value  Precision: measure how close a series of measurements are.
I. Using Measurements (p )
Precision, Accuracy and Error. Precision When measuring, most of the time our measurements are estimates. How precise are these estimates? Precision is.
Making Measurements. SI system HW 1. A) g b) m. mm c) m 3 d) K e) m/s 2. A) 2g/cm 3 b) 25 kgm/s 2 (N) c. 13 m/s 2 3. A) mg b) 4.5 cm c) s.
Measurements and Mathematics in Chemistry
I. Using Measurements (p )
Accuracy and Precision Measurements Significant Figures (Sig Figs)
Measurements Every measurements has UNITS
Measurement and Significant Figures
Measurement.
CH. 2 - MEASUREMENT I. Using Measurements.
CH. 1 - MEASUREMENT I. Units of Measurement.
Lecture 5 Significant Figures Ozgur Unal
Ch. 5 Notes---Measurements & Calculations
I. Using Measurements (p )
Measurement Accuracy vs Precision SI Units Dimensional Analysis
Chapter 2 Measurements and Calculations
Lesson 2 – Sci. Notation, Accuracy, and Significant Figures
MEASUREMENT I. Units of Measurement.
Dimensional Analysis.
Chemistry Measurements & Calculations
Accuracy, Precision, Percent Error, Significant Figures and Rounding
Accuracy, precision, and you
Section 2.3 Uncertainty in Data
I. Using Measurements (p )
Section 2-3 Using Measurements
CH. 2 - MEASUREMENT I. Using Measurements.
CH. 2 - MEASUREMENT I. Using Measurements.
MEASUREMENT Using Measurements C. Johannesson.
Chapter 3.
Lesson 2 – Sci. Notation, Accuracy, and Significant Figures
Using Scientific Measurements
CH. 2 - MEASUREMENT I. Using Measurements.
I. Using Measurements (p )
2.3 Using Scientific Measurements
Lab Skills Intro.
Using Scientific Measurements
Presentation transcript:

A CCURACY VS. PRECISION

P RECISION Measurements are as only as specific as the instrument being used. Consider a ruler marked in whole inches OR a ruler marked in tenths of inches. This is called the “precision” of the instrument and is indicated by the number of places used in writing the measurement.

F OR EXAMPLE …. That ruler marked in whole inches can only be written down to the tenths place Matter of fact, since the “tenth” was estimated, anyway, it is called a “guess digit”.

H OW ABOUT THE RULER MARKED IN TENTHS ? Well, you could estimate in the hundredths place Consider the measurement inches using that ruler……why write the “zero”?

A CCURACY How close something is to the accepted value In Chemistry – we know the accepted value, or the answer we SHOULD get, for our experiments. Absolute error – exact number we are off from accepted value E value – A value = Absolute error Does that mean much to us? Percent error – percent we are off from accepted value │E value – A value │/ A value * 100

E XAMPLE …. John measured the length of the football field and came up with an answer of 98.6 yards. Jane measured a 15.00cm pencil to be cm. Who is more precise? Who is more accurate?

P RACTICE !! Water has a density of 1.00 g/mL. You calculate water’s density as 0.96 g/mL. What is your percent error? │ │ * 100 = 4% 1.00