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Warm-up Which number is the largest? a.	        1.13 x 109b.		3.51 x 103c.		5.88 x 105d.		7.92 x 102 Which unit can be used to measure volume?  a.mb.		m2c.		m3 Which of the following units is the longest? a.	         meterb.		centimeterc.kilometerd.		millimeter
1-4 Scientific Notation Compare and contrast scientific theories, and scientific laws. Use numbers involving scientific notation. Determine significant figures.
Law vs. Theory Law – a rule of nature ,[object Object],Examples: Law of Attraction and Repulsion, Law of Gravity Theory – An explanation based on repeated experimentation and observation. ,[object Object],Examples:  Theory of Evolution, Atomic Theory
Law vs. Theory Theories do not become laws!!! What doesn’t replace why! A theory represents everything currently known about a topic.
Scientific Notation Designed for the expression of very big and very small numbers 3.6 x 104 1 gram of hydrogen contains 301,000,000,000,000,000,000,000 molecules 3.01 x 1023molecules a coefficient and a power of 10  Exponent represents number of places decimal moved. 0.00081 = 8.1 x 10-4 Number is smaller than 1 – negative exponent 34,000 = 3.4 x 104 Number is greater than 1 – positive exponent
Sci. Not. Practice 62900  6.29 x 104 0.00028 2.8 x 10-4 1720000 1.72 x 106 0.0753 7.53 x 10-2
Significant Figures A method of expressing error in measurement.  Measure a value and then estimate one digit below the smallest unit on the tool. 5.35 cm
Significant Figures Atlantic – Pacific Rule Pacific – "P" is for decimal point is present         Count significant digits starting with the first non-zero digit from the left.  0.004703 has 4 significant digits. 18.00 also has 4 significant digits. Atlantic – "A" is for decimal point is absent. Start counting significant digits with the first non-zero digit from the right. 140,000 has 2 significant digits. 20060 has 4 significant digits.
Examples 50.3  3 SF 0.0008  1 SF 200200 4 SF 57.00  4 SF 490 2 SF 10000000 1 SF
1-4 Summary What is scientific notation? Scientific notation is used to express very large or very small numbers. What are significant figures? Significant figures tell us how important the numbers are.

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1-4 Scientific Notation

  • 1. Warm-up Which number is the largest? a. 1.13 x 109b. 3.51 x 103c. 5.88 x 105d. 7.92 x 102 Which unit can be used to measure volume? a.mb. m2c. m3 Which of the following units is the longest? a. meterb. centimeterc.kilometerd. millimeter
  • 2. 1-4 Scientific Notation Compare and contrast scientific theories, and scientific laws. Use numbers involving scientific notation. Determine significant figures.
  • 3.
  • 4. Law vs. Theory Theories do not become laws!!! What doesn’t replace why! A theory represents everything currently known about a topic.
  • 5. Scientific Notation Designed for the expression of very big and very small numbers 3.6 x 104 1 gram of hydrogen contains 301,000,000,000,000,000,000,000 molecules 3.01 x 1023molecules a coefficient and a power of 10 Exponent represents number of places decimal moved. 0.00081 = 8.1 x 10-4 Number is smaller than 1 – negative exponent 34,000 = 3.4 x 104 Number is greater than 1 – positive exponent
  • 6. Sci. Not. Practice 62900 6.29 x 104 0.00028 2.8 x 10-4 1720000 1.72 x 106 0.0753 7.53 x 10-2
  • 7. Significant Figures A method of expressing error in measurement. Measure a value and then estimate one digit below the smallest unit on the tool. 5.35 cm
  • 8. Significant Figures Atlantic – Pacific Rule Pacific – "P" is for decimal point is present Count significant digits starting with the first non-zero digit from the left. 0.004703 has 4 significant digits. 18.00 also has 4 significant digits. Atlantic – "A" is for decimal point is absent. Start counting significant digits with the first non-zero digit from the right. 140,000 has 2 significant digits. 20060 has 4 significant digits.
  • 9. Examples 50.3 3 SF 0.0008 1 SF 200200 4 SF 57.00 4 SF 490 2 SF 10000000 1 SF
  • 10. 1-4 Summary What is scientific notation? Scientific notation is used to express very large or very small numbers. What are significant figures? Significant figures tell us how important the numbers are.