Chapter 2 Suggested Problem Set: Page 59 #4, 8-13, 16-18, 21-23, 27-30, 32-34, 37-45 Chapter 2 Quizzes: Monday, Wednesday Unit 1 Test: Friday, August 27 Le Systeme International d’ Unites (SI) All measurements consist of 2 parts ◦ A number and unit ◦ i.e. 15 g, 25 m, 1.2 mol SI Base Units ◦ Length ◦ Mass ◦ Time ◦ Temperature ◦ Amount of a Substance Derived Units ◦ Units that are derived from 2 or more base units in combination with one another ◦ i.e. Volume, Density, Velocity, Molar mass, Concentration, Area, etc. Prefixes: ◦ ◦ ◦ ◦ ◦ ◦ ◦ kilo deci centi milli micro nano pico What does the prefix giga stand for? A. 103 B. 106 C. 109 D. 1012 E. 1015 Density is an important property of matter that is often used to identify a substance It is the ratio of the mass of an object to its volume m D V The density of an object is usually compared to water which has a density of 1.0 g / ml. If the unit for mass is grams and the unit for volume is cm3, what would density be measure in? A. grams B. cm3 C. g-cm3 D. g/cm3 E. g/ml What is the density of a sample of ore that has a mass of 74.0 g and occupies 20.3 cm3? What is the volume of a sample of wood that has a mass of 95.1g and a density of 0.857 g/cm3? Thickness of Aluminum Foil Are used to convert from one unit of measure to another They start with equalities ◦ ◦ ◦ ◦ 12 inches = 1foot 5280 feet = 1 mile 1 mile = 1.61 km 1 inch = 2.54 cm Conversion factors are usually just a different way of writing the number 1 How many km/min is a car going if it is traveling at 65 miles/hr? How many cm3 are there in 15 in3? If there are 1600m in a mile, how many miles is 2000km? A. 0.0008 B. 1.3 C. 1250 D.3200 E. None of the above is correct Accuracy Precision ◦ the closeness to the true value of a measure. ◦ a measure of the reproducibility of a measurement You can be precise in a series of measurements and not accurate, but if you are accurate in a series of measures, you are also precise Percent error is used often in the laboratory setting to determine how close your experimental results are to the actual true value that they should be. It is calculate using the following formula T rue Value Experimental Value x 100 % Error T rueValue Significant figures are the numbers we actually count in a calculation First we must learn how to count them, then do calculations with them, and finally report answers to the correct number of significant figures All non-zero numbers (1-9) are significant Zeros ◦ There are 3 types Preceding (example – 0.00235) Middle (example – 2002.01) Trailing (examples – 100.0, 100) Which of the following has 3 significant figures? A. 0.003 B. 320 C. 1001.1 D. 4.0031 E. 901.0 Multiplication and division rule ◦ Report your answer to the same number of significant figures as the number in the problem with the fewest significant figures Addition and subtraction rule ◦ Report your answer to the same column as the number in the problem with the least precision Find the volume of a cube that is 3.23 cm on each edge. What is the sum of 67.14 kg and 8.2 kg? A. 75 kg B. 75.3 kg C. 75.30 kg D. 75.34 kg E. 75.4 kg Calculate the density of a 17.982 g object that occupies 4.13 cm3 Numbers are written in the form: ◦ M x 10n ◦ Where M = any number >1 but < 10 1.25, 9.8, 2 Which of the following is not correctly written in scientific notation? A. 1.00 x 104 B. 1.1 x 10-3 C. 0.9 x 109 D. 7 x 101 E. 2.0 x 1015 Directly Proportional This means whatever one variable does the other variable will do exactly the same Graphically this will result in a straight line ◦ Two quantities are directly proportional if dividing them gives a constant value ◦ i.e. Density Inversely Proportional ◦ Two quantities are inversely proportional to one another if their product is equal to a constant If one goes up the other will go down by a corresponding amount Graphically this will result in a hyperbola Suggested Problem Set: Page 59 #4, 8-13, 16-18, 21-23, 27-30, 32-34, 37-45 Chapter 2 Quizzes: Monday, Wednesday Unit 1 Test: Friday, August 27