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This chapter explores the scientific method, including observing and collecting data, formulating hypotheses, testing hypotheses, and theorizing models. It also covers units of measurement in chemistry, focusing on SI measurement and derived SI units, as well as conversion factors and significant figures.
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Chapter 2 Measurements and Calculations
Sect. 2-1: Scientific Method • Scientific Method • Observing and collecting Data • Qualitative and Quantitative • Formulating Hypothesis • Testing hypothesis • Theorizing
Model • Theory
Sect. 2-2: Units of Measurement • SI Measurement • Le Systéme International d’Unités (International System of Units)
7 SI Base Units • Mass – kilogram (kg) • Length – meter (m) • Time – second (s) • Temperature – Kelvin (K) • Amount of substance – mole (mol) • Electric current – ampere (A) • Luminous intensity – candela (cd)
SI Prefixes • See page 35 in textbook
Derived SI units • Volume • Cubic meter (m3) is very large, so cubic centimeters (cm3) is usually used instead • cm3 is equal to one mL, so they can be used interchangeably.
Density • D=mass/volume • Units typically used are g/cm3 or g/mL
Conversion Factors • Ratio derived from the equality of 2 different units • used to convert from one unit to the other • Ex.: 1 min or 60 sec 60 sec 1 min
How many seconds are in 5 minutes? (Work problem by using dimentional analysis/conversion factors.) • 5.712g is equal to how many milligrams?
Sect. 2-3: Using Scientific Measurements • Accuracy vs. Precision http://images.google.com/imgres?imgurl=http://www.studyphysics.ca/newnotes/20/unit01_kinematicsdynamics/chp02_intro/images/neither.GIF&imgrefurl=http://www.studyphysics.ca/newnotes/20/unit01_kinematicsdynamics/chp02_intro/lesson02.htm&h=176&w=178&sz=2&hl=en&start=8&tbnid=-MXNdAPx2LHv8M:&tbnh=100&tbnw=101&prev=/images%3Fq%3Ddart%2Bboard%2Baccuracy%2Band%2Bprecision%26gbv%3D2%26svnum%3D10%26hl%3Den
Percent Error • % error =Accepted-Experimental x 100 Accepted • Some error in measurements can be expected due to precision of instruments
Significant figures • Sig figs are based on instrument precision (numbers can only be as exact as the instrument is)
Rules for Sig figs: • Skip over zeroes at the side you start counting on • If it has a decimal, count from the left • If it doesn’t have a decimal, count from the right • Once you start counting, count everything (even zeroes)
Example: How many sig figs are in the number 547.03? • 5 sig figs
Example: How many sig figs are in the number 5,400? • 2 sig figs
Rounding with Sig Figs • When adding/subtracting, answer will be rounded to least number of decimal places • When multiplying/dividing, answer will be rounded to least number of sig figs
When using conversion factors, refer to the “given” number to determine number of sig figs for the answer
Scientific Notation • Convert .000872 to scientific notation • 8.72 x 10-4
Convert 436289 to scientific notation. • 4.36289 x 105
Scientific Notation by using the calculator • Use “EE” or “exp” key on your calculator to replace “ x 10^” • Ex: 8.72 x 10-4 would be 8.72”EE”-4
Direct Proportions • Dividing two quantities by each other gives a constant value http://images.google.com/imgres?imgurl=http://homepage.mac.com/cbakken/proportions/image27.gif&imgrefurl=http://homepage.mac.com/cbakken/proportions/patterns3.html&h=204&w=281&sz=3&hl=en&start=1&tbnid=ht5Oe573XV4IDM:&tbnh=83&tbnw=114&prev=/images%3Fq%3Ddirect%2Brelationship%2Bgraph%26gbv%3D2%26svnum%3D10%26hl%3Den%26sa%3DG
Inverse Proportions • Multiplying two quantities by each other gives a constant value http://images.google.com/imgres?imgurl=http://homepage.mac.com/cbakken/proportions/image27.gif&imgrefurl=http://homepage.mac.com/cbakken/proportions/patterns3.html&h=204&w=281&sz=3&hl=en&start=1&tbnid=ht5Oe573XV4IDM:&tbnh=83&tbnw=114&prev=/images%3Fq%3Ddirect%2Brelationship%2Bgraph%26gbv%3D2%26svnum%3D10%26hl%3Den%26sa%3DG