Glencoe High School Mrs. Barkley List of Key Concepts (AL COS #1) #1-1 Greek/Latin Word Parts #1-2 Metric System & SI Units #1-3 Lab Equipment #1-4 Lab Safety #1-5 Scientific Method #1-6 Experimental Design #1-7 Graphing / Relationships #1-1 Greek/Latin Word Parts We will use the following word parts while taking measurements in class. These word parts will be used as prefixes for our base units: meter, gram, or liter. (k) kilo- thousand (1,000) (h) hecto- hundred (100) (da) deka- ten (10) (d) deci- one tenth (0.1) (c) cent- one hundredth (0.01) (m) milli- one thousandth (0.001) Converting Units Within the Metric System It is important to know how to convert units from one form to another. Converting units within the metric system is easy, because you simply have to move the decimal place. Check out the example below. Example: 1 km = ? m (Answer: 1 km = 1,000) Solution: Find kilo on the list provided on the next slide. Then, count the number of spaces you must move to find meters. Because you moved down 3 spaces, you will move your decimal point 3 places to the right. Therefore, 1.0 km becomes 1000. m Converting Units Within the Metric System (k) kilo- thousand (1,000) (h) hecto- hundred (100) (da) deka- ten (10) Move decimal to LEFT as you move up. BASE UNIT (gram, liter, or meter) (d) deci- one tenth (0.1) (c) cent- one hundredth (0.01) (m) milli- one thousandth (0.001) Move decimal to RIGHT as you move down. Practice Problems: Converting Units Within the Metric System 1. 2. 3. 4. 5. 1 meter = _____cm 1 meter = _____km 3000 grams = _____kg 5 liters = _____ mL 2 kilometers = ____cm Remember: Move your decimal point to the left if you move up this list. Move your decimal point to the right if you move down the list. (k) kilo- (1,000) (h) hecto- (100) (da) deka- (10) BASE UNIT (m, g, or L) (d) deci- (0.1) (c) cent- (0.01) (m) milli- (0.001) #1-2 Metric System & SI Units The Metric System can also be called the International System of Units or SI system. Purpose: avoid confusion by using a common standard of measurement Measurement Weight Length Volume Mass Description Unit Equipment #1-2 Metric System & SI Units Measurement Description Unit Equipment Weight Amount of gravity exerted on an object Newton (N) Scale Length Distance between to points Meter (m) Ruler Volume Amount of space an object takes Liter (L) or up…This object may be a liquid, (m3) solid, or gas. Therefore, choose the appropriate method and tools to take this measurement. Liquid volume can be measured with a Beaker, Flask, or Graduated Cylinder. Mass Amount of matter in an object Triple Beam Balance Grams (g) Practice Problems: Identify measurement taken. Options: weight, length, volume, mass, area 25 liters 100 m 4 kg 8 cm3 80 newtons 10 m 50 kilograms 3L 4 cm2 77 N ANSWERS Volume (liquid) Length Mass Volume (solid) Weight Length Mass Area Weight More Practice Problems: Identify measurement taken. Options: weight, length, volume, mass, area 1 kg 60 mL 24 meters 80 liters 7 newtons 9 m3 58 kilograms 4 km2 50 m ANSWERS Mass Volume (liquid) Length Weight Volume (solid) Mass Area Length #1-3 Lab Equipment #1-4 Lab Safety Flinn Lab Safety Contract should be covered…dress appropriately, minimize materials, alert teacher of accident, know lab lay-out, hood, etc. Mrs. Barkley’s Give Me 5 Rules 1. Complete Pre-Lab 2. Stay Seated -1 3. Ask All Rule 4. Clean Up! 5. Complete Post Lab #1-5 Scientific Method Science means “to know” Science is a process, not simply a subject Scientific Method: problem-solving Steps can be in any order and may include: 1. Asking questions 2. Making observation (senses plus numbers), 3. Form hypothesis 4. Test / Experiment 5. Analyze results 6. Draw conclusion Scientific Method Continued Problem-Solving process Evaluation Requires critical thinking skills Synthesis (HOTS: higher ordered thinking skills) Analysis Application Comprehension Knowledge #1-6 Experimental Design Experiments often involve… Constant (AKA: independent variable) This is predetermined before the test begins. Variable (AKA: dependent variable) This is the data you are in search of. Its unpredictable and can vary. It depends on the constant chosen. Remember, you should only test 1 variable at a time. Control: This does not have the constant/independent varible applied to it. Experimental Practice Problems Click on the link above to view handout students should create in order to record their answer to the following 5 practice problems. Place work in bell-ringer folder as instructed by your teacher. Experimental Practice Problem #1 Coach Ozmint is concerned about outbreaks of Staphylococcus aureus (staff infection) within the fieldhouse… He want to know what type of cleaner is the best at killing this nasty infection. He has windex, lysol, and water in a cooler left from the last Football game. How should he complete his experiment? meaning identify what his… A) Constant (Independent Variable) B) Variable (Dependent Variable) C) Control should be. Experimental Practice Problem #2 Coach Ozmint is concerned again…This time, he is concerned about the stench coming from two pairs of cleats in Brock’s locker. All four shoes smell equally putrid. He wants to figure out the best way to get rid of the odor. He decides to put moth balls in shoe #1. He decides to wash shoe #2. He decides to let shoe #3 air out by placing it in the sun within the stadium. How should he complete his experiment? meaning identify what his… A) Constant (Independent Variable) B) Variable (Dependent Variable) C) Control Was during this experiment Experimental Practice Problem #3 Mrs. Cothran decides to add dairy cows to her family’s land in Hokes Bluff. She wants to know the best diet for her cows to eat, so that they will produce the most milk possible. She feeds 100 cows 100% alfalfa. She feeds 100 cows 50%alfalfa & 50% hay. She feeds 100 100%hay. Identify what her… A) Constant (Independent Variable) B) Variable (Dependent Variable) C) Control was during this experiment. Experimental Practice Problem #4 After a long day of testing cleaners and cleaning stinky shoes, Coach Ozmint decides to give the boys a day off from practice so that he can blow bubbles. He thinks it might intimidate other teams if the boys ran through a sea of bubbles instead of the traditional banner most teams bust through. He wants to know how glycerin affects the production of bubbles. He prepares 3 different solutions with different amounts of glycerin and begins his test. Identify what his… A) Constant (Independent Variable) B) Variable (Dependent Variable) C) Control was during this experiment. Experimental Practice Problem #5 Design your own hypothetical experiment and identify the following parts: A) Constant (Independent Variable) B) Variable (Dependent Variable) C) Control #1-7 Graphing / Relationships x-axis: displays constant y-axis: displays variable Analyze your graph to decide if there is a relationship between constant and variable. Directly Proportional Definition: Examples: Inversely Proportional Definition: Examples: Graphing Relationships… Directly Proportional Inversely Proportional OR Means when one item increases, the other item decreases and vice versa. Means the constant and variable will both increase or both decrease together. Graphing and Relationships Practice Problems Check out the next slide, answering the questions below for each example. 1. What type of relationships, if any, do the following have in common? 2. Which direction would you expect to see the line or curve that represents your data? 3. Identify the constant (independent variable), which would belong on the x-axis. 4. Identify the variable (dependent variable), which would belong on the y-axis. Graphing and Relationships Practice Problems Size of a diaper vs. total # that can fit in a trash bag # of absences in school vs. report card grades Amount of sweets consumed vs. total body weight Level of education vs. income Drug use vs. # of criminal arrests # of family members who smoke vs. % chance you will become a smoker