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Meters, Grams, and Liters

The Metric System. Meters, Grams, and Liters. The Metric System. The metric system is a measurement system based on our decimal (base 10) number system. Other countries and all scientists and engineers use the metric system for measurement. The Metric Ladder.

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Meters, Grams, and Liters

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  1. The Metric System Meters, Grams, and Liters

  2. The Metric System • The metric system is a measurement system based on our decimal (base 10) number system. • Other countries and all scientists and engineers use the metric system for measurement.

  3. The Metric Ladder “King Henry Died by Drinking Chocolate Milk”

  4. Place Values of Metric Prefixes

  5. Meters • Meters measure length or distance • One millimeter is about the thickness of a dime.

  6. Meters • One centimeter is about the width of a large paper clip • or your fingernail.

  7. Meters • A meter is about the width of a doorway

  8. Meters • A kilometer is about six city blocks or 10 football fields. • 1.6 kilometers is about 1 mile

  9. Gram • Grams are used to measure mass or the weight of an object.

  10. Grams • A milligram weighs about as much as a grain of salt.

  11. Grams • 1 gram weighs about as much as a small paper clip. • 1 kilogram weighs about as much as 6 apples or 2 pounds.

  12. Liters • Liters measure liquids or capacity. 2 Liter Soda

  13. Liter • 1 milliliter is about the amount of one drop

  14. Liter • 1 liter is half of a 2 liter bottle of Coke or other soda

  15. Liter • A kiloliter would be about 500 2-liter bottles of pop

  16. Factor-Label Method Solving Problems

  17. The Factor label Method • A way to solve math problems in science • Used to convert: km to m, g to kg, etc. • To use this we need: • given quantity (know) • desired quantity (find) • conversion factors • Conversion factors are valid relationships or equalities expressed as a fraction and equal to one!

  18. The Steps to Follow • Write the units for the desired quantity preceded by = • To the left of the = write down the given quantity over 1 • Determine what conversion factors you will use to turn the given units into the needed units. • Cancel the unwanted units • Complete the math

  19. Factor label Example • How many meters are in 47.5 km? • Write the desired units (m) [FIND] • Write the given quantity with units [KNOW] • Write the conversion factor. • Cancel the units. • Do the mathwithout rounding. • Write the answer using significant figures.

  20. Significant Figures • Leading zeroes never count. • Trailing zeroes only count if there is a decimal point. • All numbers that are not leading zeroes or trailing zeroes always count. • Conversion factors DO NOT determine significant figures!

  21. 47.5 km x 1000m = _____ m 1 1 km

  22. 47.5 km x 1000m = 47500m 1 1 km

  23. What unit would you use to measure each of the following items?

  24. Which unit would you use to measure the length of this bicycle? km m cm mm

  25. Which unit would you use to measure the mass of a penny? km g cL mg

  26. Which unit would you use to measure the water in an aquarium? L m cL mg

  27. Which unit would you use to measure the mass of a feather? L m cL mg

  28. Which unit would you use to measure the mass of a student desk? kg g cL mg

  29. Which unit would you use to measure the mass of a whole watermelon? kg g cL mg

  30. Which unit would you use to measure the mass of an egg? kg g mm mg

  31. Which unit would you use to measure a can of soup? Soup kL L mm mL

  32. Which unit would you use to measure this glass of milk? kL L cL mL

  33. Which unit would you use to measure the distance across Kansas? km m cm mL

  34. Which unit would you use to measure the height of a tree? km m cm mm

  35. Which unit would you use to measure the length of a bracelet? km m cm mm

  36. Sorry! • That is not the BEST choice! Try again!

  37. You're on a roll!!

  38. Thumbs up!

  39. You are first rate!!

  40. Way to shine!

  41. Awesome job!

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