| LEARN North Carolina - Lesson Plan Database Printed 11/28/2002 |
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| A Walk Through the Solar System By Rhondas Dausman Email: Rhondas Dausman Not Available Created Status: Approved About the Author |
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| Brief Description A practice in scientific notation, measurement, and scale distances, this lesson plan is one of a unit that ties into the 6th grade science curriculum, "Exploring the Universe." |
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| Teacher's Lesson Goals/Objectives Students will convert standard measurement into scientific notation. Students will create a scale model of the solar system using metric conversions. |
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| North Carolina Curriculum Alignment | |||||||||||||||||||||||||||||||
| Science (1994 version - Replaced but still is tested.) | |||||||||||||||||||||||||||||||
| Grade 6 Goal 1: The learner will develop an understanding of the nature of science. | |||||||||||||||||||||||||||||||
| Objective 3: Demonstrate that scientific knowledge is replicable. | |||||||||||||||||||||||||||||||
| Grade 6 Goal 2: The learner will develop the ability to use science process skills. | |||||||||||||||||||||||||||||||
| Objective 3: Demonstrate the ability to use numbers. Objective 4: Demonstrate the ability to communicate. Objective 5: Demonstrate the ability to measure. Objective 8: Demonstrate the ability to use space-time relations. |
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| Mathematics (1999 version - Implemented and Tested.) | |||||||||||||||||||||||||||||||
| Grade 6 Goal 1: Number Sense, Numeration, and Numerical Operations - The learner will understand and compute with rational numbers. | |||||||||||||||||||||||||||||||
| Objective 9: Use models and pictures to relate concepts of ratio, proportion, and percent; record results | |||||||||||||||||||||||||||||||
| Grade 6 Goal 2: Spatial Sense, Measurement, and Geometry - Spatial Sense, Measurement, and Geometry - The learner will demonstrate an understanding and use of the properties and relationships in geometry, and standard units of metric and customary measurement. | |||||||||||||||||||||||||||||||
| Objective 11: Convert measures of length, area, capacity, weight and time expressed in a given unit to other units in the same measurement system Objective 13: Analyze problem situations, select appropriate strategies, and use an organized approach to solve non-routine and increasingly complex problems involving geometry and measurement Use technology as appropriate Grade Levels 6 Materials/Resources Needed metric rulers meter sticks planetary signs (see web address) chalk white paper colored pencils/markers Technology Resources Needed (computer hardware, software, etc.) The instructor will need to access a few web sites to gain the information needed for this activity. |
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| Pre-Activities Students should know how to scale up or down and should also be familiar with exponential notation. |
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| Activities 1. Introduce/review scientific notation (see worksheet attached.) 2. Review the worksheet and discuss relative sizes, distances, and metric measurement. 3. Since metrics are base 10, creating scaled down models are easy! Students use the metric measurement given in standard form and "move the decimal." For instance, Mercury is 58000000 km from the sun. Venus is 6100000000 km from the sun. The scale would be .58 meters for Mercury and 61 km for Venus. Complete a chart as a class or individually (but check!) of the metric conversion. Students then are assigned roles (planets and moons - see web address below) which move to an outside location. Starting from the sun, each planet must be located by measuring the distance from the sun. Students stand where their measurement indicates, and the "moons" orbit the planets. Once completed, bring the students back in and discuss relative distance, placement of the planets, metric conversions. The next step is to again change the scale, only this time in millimeters. Multiply the scaled distance by 10 -- move the decimal one place to the right. On two sheets of white paper placed end to end, measure out th e planet locations in millimeters. Point out that because the scale is so small, the planets cannot be drawn in scale, but they should be drawn in relative size. Assessment Prior to having the students go outside, determine the scaled distance from the sun to Pluto -- 58.9 meters -- and determine where the students should stand in this model. Assess the students' millimeter scales. |
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| Supplemental Resources / Information for Teachers (handouts, background information, bibliographies, examples of student work, etc.): NASA has several wonderful sites for further research and information. |
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| Relevant Web Sites Planetary signs: http://www.seds.org/billa/tnp Distances and Relative size: http://www.seds.org/billa/tnp/datamax.html#largest Comments This lesson coincides with the science lesson on the solar system and planetary bodies. My team mate and I are doing a co-unit where there is no boundary between Math and Science! |
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| Optional Information Subjects(provided by the Standard Course of Study) : Mathematics Science |
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| Sci.Notation.pdf | |||||||||||||||||||||||||||||||