3. Chapter 1 Introduction to Science Science involves observation and basic rules. Science requires investigation, planned experimenting, observation, and extensive testing of results.

4. Branches of science Two main branches are social and natural. We will be learning about Natural Science

5. Branches of science Natural LifePhysical Earth & Space

6. Science and Technology Pure Science : the constant search for new knowledge. Applied Science: take the work of pure scientist and look for practical applications. Technology, Engineering

9. Theory Most logical explanation that has been tested by repeated observation. Must explain observation simply and clearly Experiments that illustrate a theory must be repeatable Must be able to make predictions from your theory

10. Theories Many theories change over time. new discoveries are always being made. Ex. Big Bang Theory

12. Law A summary or statement of an observed natural event. REMEBER, they do not explain the natural phenomenon.

13. Describing Observations Qualitative- Measurements using words Quantitative- measurements using equations and mathematics to describe something (numbers) Models- scientific tool for studying large or small substances/systems

14. Ch. 1.2 The Scientific Method This is an organized way of solving a problem or critical thinking. Made up of several steps.

16. Practice! Use the Scientific Method! Observation Questions/Problems Create a hypothesis!

17. Scientific Method: Conducting Experiments Controlled Experiment – all variables of the experiment are kept the same, or constant, except for one. Independent variable – the 1 variable that is changed in an experiment. Represented on the x-axis (horizontal) Dependent variable – the variable that is observed. Represented on the y-axis (vertical)

18. Ch1.3 Organizing Data Graphs- a way for scientists to easily read and study data and information. Line, bar, and pie graphs Each graph has its own particular value when presenting info.

19. Pie Chart Shows parts of a whole

20. Bar Graph Easily shows a comparison

21. Line Graph Shows change over time

22. The Metric System is Easy! Can you multiply numbers by 10? Can you divide numbers by 10? …then you’re on your way to becoming a metric expert !

23. The Metric System Universal language of measurement SI base units are used for consistency Scientist all over the world use, thus making it easy to communicate. Units can be made into derived or combined units- ex. g/ml or cm 3

24. International System UnitAbbreviationWhat it Measures metermLength kilogramkgMass secondsTime KelvinKTemperature ampereAElectric current molemolAmount of a substance candelacdLuminous intensity

25. Metric System Prefixes identify large and small measurements. easy to convert from each other. based on a factor of 10

26. Metric Conversion Multiply Divide

27. Remember… To convert from a larger to smaller unit : multiply To convert from a smaller to larger unit : divide The Latin prefixes used in the metric system literally mean the number they represent. Example: 1 kilogram = 1000 grams A kilo is 1000 of something just like a dozen is 12 of something. 1 kg = 1000g also represents a conversion factor

28. Practice! Guided Practice: A roll of copper wire contains 15m of wire. What is the length of copper wire in centimeters (cm)? Given meters, need centimeters How many cm in 1m? 100 cm = 1 m Going larger to smaller multiply! 15 m = 100 cm = 15x100 = 1 m Check your work!

29. Practice! Convert the following! 550 millimeters = ________ meters 1.6 kilograms = ______________ grams 4 centimeters = _____________ meters Worksheet

30. Reliability of Measurements Accuracy- the extent to which a measurement approaches the true value. Ex. Your results in an experiment for the density of water is 1 g/ml.

31. Reliability of Measurements Precision – the degree of exactness of a measurement. a measurement measured to the 0.001 m is more precise than one measured to the 0.1 m

32. Spelling and accuracy and precision! Accurate: Manasquan Inaccurate: Manesqan Precise: Manesqan

34. Measuring Precision More Precise

35. Measuring Precision Significant Digits (figures) Numbers that contain an actual measured value Measures a number’s precision Six Rules

36. Sig Fig Rules 1. All non-zero digits are significant. Ex. 4567 has 4 sig figs Ex. 34.989 has 5 sig figs 2. Any zeros between two significant digits are significant Ex. 45078 has 5 sig figs Ex. 45.0387 has 6 sig figs

37. Sig Fig Rules 3. All final zeros after the decimal point are significant. Ex. 2.00 has 3 sig figs Ex. 34.900 has 5 sig figs 4. Any zeros used solely for spacing the decimal point are NOT significant. The zeros are just place holders. Ex. 7000 has 1 sig figs Ex. 0.00783 has 3 sig figs Ex. However 7000. has 4 sig figs

38. Sig Fig Rules 5. The product or quotient will be reported as having as many significant digits as the number with the least significant digits. Ex. 12.65 x 42.1 = 532.565 =533 6. The sum or difference must have the same number of decimal places than the number with the least number of decimal places. Ex. 10.13 + 20.5 = 30.63 = 30.6

41. SCIENTIFIC NOTATION A way of expressing really big or small numbers. N x 10 A N is the proper significant digit A is the number of times you moved decimal Positive = big, Negative = small Only one digit before the decimal!