Drill: Classify each: Filtered Sea water Orange juice Mercury Salt Pure ice water.

Slides:



Advertisements
Similar presentations
STARTER Put this number in scientific notation.
Advertisements

General Physics (PHYS101)
Chapter 1: Measurements
Chapter 2 Measurement and Problem Solving
REALLY, REALLY SMALL NUMBERS.
Measurements Any measured value consists of two parts:
Measurement & Conversions
Measurements and Calculations
Measurements and Calculations
Chemistry: The Study of Change Chapter 1 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
METRIC AND MEASUREMENTS Scientific Notation Significant Digits Metric System Dimensional Analysis.
Measurements and Calculations
Chemistry !! The study of the composition,
Chapter 1 CHEM 205 Tutorial 0
Why do we need it? Because in chemistry we are measuring very small things like protons and electrons and we need an easy way to express these numbers.
Unit 2. Measurement This lesson is 8 days long.
 Meaningful digits in a MEASUREMENT  Exact numbers are counted, have unlimited significant figures  If it is measured or estimated, it has sig figs.
Chapter 2: Scientific Method Cartoon courtesy of NearingZero.net.
3.1 Measurements and Their Uncertainty
Chapter 2 Standards of Measurement Objectives:  Understand Mass and Weight (2.1)  Identify the metric units of measurement (2.6)  Explain what causes.
Significant Figures, Units, Conversions, Density Keep your brains on and your calculators alert!
Welcome to AP Chemistry. Scientific Method l A method of solving problems/answering questions l Observation- what is seen or measured l Hypothesis- educated.
Basic Units Lengthmeters Masskilograms Timeseconds.
Section 2.1 Units and Measurements
+ Math Skills. + Fence Posting Used to convert units Ex. Km/s to mi/hr Rules: Use horizontal lines, not slashes for division to avoid confusion Find a.
Foundations of Chemistry. Prefixes l Tera-T1,000,000,000, l giga- G 1,000,000, l mega - M 1,000, l kilo - k 1, l deci-d0.1.
Metric Base Units Meter (m) – length Kilogram (kg) – mass Kelvin (K) – temperature Second (s) – time Mole (mol) – amount of substance.
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.
Iii. Measurement I. Units of Measurement I.SI Base Units & Prefixes  Derived Units  Calculations  Significant Figures  Precision and Accuracy.
Chemistry: The Study of Change Chapter 1 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
Chapter 2 Mathematics in Physics. Metric System A system of Measurements that is based on the power of ten or multiples of ten.
I II III I. Using Measurements MEASUREMENT. A. Accuracy vs. Precision  Accuracy - how close a measurement is to the accepted value  Precision - how.
Basic Units Length meters Mass kilograms Time seconds.
Ch. 3, Scientific Measurement. Measurement : A quantity that has a and a. Like 52 meters.
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,
Chemistry and Calculations Chemistry Honors 2 Accuracy & Precision Precision: how closely individual measurements compare with each other Accuracy: how.
METRIC AND MEASUREMENTS Scientific Notation Significant Digits Metric System Dimensional Analysis.
Scientific Notation & Significant Figures in Measurement.
Units of Measure & Conversions. Number vs. Quantity  Quantity - number + unit UNITS MATTER!!
Unit 3 Measurements & Calculations. Scientific Notation: Used to write very large or very small numbers Expressed as the product of 2 factors Mantissa:
Chemistry is an observation science Observations frequently require taking measurements Measurements have some degree of uncertainty All measured numbers.
Measurements and Calculations
Chemistry the study of matter and the changes it undergoes sodiumchlorine sodium chloride.
Measurement Chapter 2. Units in Lab In lab we cannot always measure in SI units. In lab we cannot always measure in SI units.Mass Grams (g) Volume Milliliters.
Measurements and Calculations Scientific Method Units of Measurement Using Scientific Measurements.
Metric System. Essential Questions: What is the metric system? Why is the metric system advantageous over the English system? Metric System: Also known.
WHAT WE HAVE LEARNED. SCIENTIFIC NOTATION 1. Move the decimal to the right of the first non-zero number. 2. Count how many places the decimal had to.
Numbers in Science Chemists deal with very large numbers
Data Analysis. Scientific Method Not covered in class: Review.
Drill: Classify each of the following: Filtered Sea water Orange juice Mercury Salt Pure ice water.
Drill: Classify each: Filtered Sea water Orange juice Mercury Salt Pure ice water.
Chapter 2: Measurement & Problem Solving pg LO: I can use scientific notation with sig figs in mathematic calculations.
2 2 Types of Measurements QuantitativeQualitative Measurement based on words. Ex: Tall building cold air Measurement based on numbers. Ex: 10.5 grams 4.65.
Unit 1 – Scientific Method and Introduction to Chemistry.
Sig Fig and Conversion Practice
Observing, Measuring, & Calculating
Observing, Measuring, & Calculating
Chapter 2: Measurements and Calculations
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.
Basic Units Length meters Mass kilograms Time seconds.
Mathematics in Physics
Drill: Classify each of the following:
0.61m Drill: Convert 2 ft into meters - 1 ft = 12 inches
Introduction: Matter and Measurement
Converting and Sig Figs
Analyzing Data Chemistry Chapter 2.
Basic Units Length meters Mass kilograms Time seconds.
Metric Base Units Meter (m) – length Kilogram (kg) – mass
Solve Apply the concepts to this problem.
Sig Fig and Conversion Practice
Presentation transcript:

Drill: Classify each: Filtered Sea water Orange juice Mercury Salt Pure ice water

Review Drill, Grade HW & Collect Both

CHM II HW Review PPs 1 – 4 Work the attached assignment & turn it in tomorrow.

Accuracy How close you are to the real answer

Precision How well one can repeat his or her work Repeatability

Uncertainty All measurements have a degree of unreliability Usually in the last digit of a measurement

Burette Measurements Each measurement should have 2 decimals Solve the correct reading for the volume in the burette

Burette Measurements Each measurement should have 2 decimals ~ 1.36 the last decimal will have uncertainty

Significant Digits Meaningful digits in a number

Determining Significance All non-zero digits All zeros between non-zero numbers All trailing zeros if there is a decimal place

Multiplication Uncertainty The answer should have the same number of significant digits as the multiplier with the least number of SD Same for division

Addition Uncertainty When adding, line up decimal place & add The decimal places in the answer should = the least Same for subtraction

Scientific Notation M x 10 n M = 1.00  M < n = an integer

Basic Units Length meters Mass kilograms Time seconds

TemperatureKelvin Amount Chm Mole CurrentAmpere Luminous InCandela

Metric Prefixes Giga (G) Mega(M) Kilo(k) Nano(n) Milli(m) Micro(  ) Centi(c)

Metric Prefixes (G) = 10 9 (M) = 10 6 (k) = 10 3 (n) = (m) = (  ) = (c) = 10 -2

Conversion Factor Ratio equal to one 12 inches/1 foot = 1 Multiply one unit by a conversion to obtain another unit w/o affecting magnitude

Convert 40.0 ft to inches 40.0 ft 12 in ft =

Convert 40.0 ft to inches 40.0 ft 12 in ft = 480 inches

Convert: 2.50 cm to Mm 4.2 ns to ms 3.15 kg to  g

Convert: 2.50 cm m Mm cm 10 6 m

Convert: 2.50 cm m Mm cm 10 6 m = 2.50 x Mm

Convert: 4.2 ns s ms ns s

Convert: 4.2 ns s ms ns s = 4.2 x ms

Convert: 3.15 kg 10 3 g  g kg g

Convert: 3.15 kg 10 3 g  g kg g = 3.15 x 10 9   g

Convert: 4.35 kg/L to mg/  L 2.31 mm/ns to cm/Ms

4.35 kg 10 3 g mg L L kg g  L

4.35 kg 10 3 g mg L L kg g  L = 4.35 mg/  L

2.31 mm m cm ns mm m ns 10 6 s s Ms

2.31 mm m cm ns mm m ns 10 6 s s Ms

= 2.31 x cm/Ms

Calculate the volume in m 3 occupied by 750 kg of gas with 1.50 g/L 1 cm 3 = 1 mL

Calculate the mass in kg of a board that has dimensions of 250 mm x 4.0 x 10 4  m x 2.5 m and had a density of 0.80 g/mL 1 ml = 1 cm 3

Calculate the density in g/mL of a 3.14 x 10 3 kg cylinder that 5.0 m long & has a diameter of 2.0 m.

How many nm will an object travel in 1/132 ks at 720 miles per hour 1 inch = 2.54 cm 1 mile = 5280 ft

Determine the length in miles of a light year Light year = distance light travels in one year c = 3.0 x 10 8 m/s 1 mile = 5280 ft 1 inch = 2.54 cm