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More Science Skills: Scientific Notation and Ratios September 8, 2008
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Scientific Notation Helps you write very large or very small numbers in an easier way! Using the power of 10, you can rewrite numbers… Very small numbers will have a negative notation Very large umbers will have a positive notation. For example: 4 X 10 4 = 40,000 12 X 10 12 = 12,000,000,000,000
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More examples: 4,650,000 = 4.65 X 10 6 3 X 10 -4 =.0003 1 X 10 -1 =.1 1.7 X 10 -9 =.0000000017
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Let’s Practice: A. 4.64 X 10 2 B. 6.43 X 10 -6 C. 8.9 X 10 -7 D. 4.3 X 10 6
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Writing in Scientific Notation:.0032 = 3.2 X 10 -3 1,000000 = 1 X 10 6.01 = 1 X 10 -2 71,000,000,000 = 7.1 X 10 10
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Ratios and Proportions It’s important to know how to use ratios and proportions when working with different units of measurement. The ratio of A to B is written as: A:B or A/B
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Ratios and Proportions: RATIO is two (often different) things compared to each other, or the relationship of 2 numbers. Proportion s show the equality between 2 ratios. Ex. 3 dollars per gallon. 40 miles per 1 hour. 15 girls versus 14 boys. 23 green balls versus 41 blue balls
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Ratios: Comparing 2 quantities: A wall is 96 cm high and a pencil is 8 cm long Divide 8 into 96…it would take 12 pencils to equal the height of the wall. Therefore the ratio of the wall to a pencil is 1 to 12 1:12 1/12.
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Let’s Practice Ratios: The ratio of triangles to circles is 3:4, or 3/4 The ratio of triangles to squares is 3:6, or 3/6 The ratios of circles to squares is 4:6, or 4/6
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For example: Last year, 78 girls and 52 boys were enrolled in Earth Science. What is the ratio of girls to boys? Girls : Boys is 78:52, or 78/52 What is the ratio of boys to girls? Boys : Girls is 52:78, or 52/78
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Sample Problem 1: 1. The fish tank is home to 21 sharks. Ratio of males to females is 3:4. How many males? 9 Males How many females? 12 Females
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Sample Problem 2 2. Cam’s Pet Shop has 92 rabbits. The ratio is 1:4, black to white. How many white? 74 How many black? 18
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Sample Problem 3: 3. Farmer Frank raises pigs. He ahs a total of 142 pigs. The ratio of male to female is 3:4. How many females? 81 How many males? 61
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Sample Problem 4: 4. Mrs. Jonson’s class has 67 students. The ratio is 3 to 2. How many girls were in the class? How many boys? 27 How many girls? 40
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