'1 km 1000' diaporamas de présentation

Base Units

Base Units. Metric System -standard, used internationally(easy to communicate through language barriers -makes conversions simpler -based on the number 10 & eliminates useless memorization of numbers

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PHYS 201

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Measurement in Physics

Measurement in Physics. Mark Lesmeister Pearland ISD. Mini-lab: Indirect measurements. In this lab, you will complete 3 lab stations involving indirect measurement. You will work in pairs at each station. You will only have two minutes at each lab station, so work quickly and efficiently.

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Metric and Conversions

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Metric and Conversions

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Metric and Conversions

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Physics 1230: Light and Color Ivan I. Smalyukh, Instructor

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Before we learn anything first a game

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MEASUREMENT The Metric System and Conversions

MEASUREMENT The Metric System and Conversions. Number vs. Quantity. Quantity - number + unit. UNITS MATTER!!. The Metric System. Easier to use because it is based on powers of 10. A metric unit has two parts: A prefix and a base unit Example cm, mL, mg

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Dimensional Analysis

Dimensional Analysis. Dimensional Analysis. Unit conversion using conversion factors Conversion factor- a fraction based on a definition and equal to 1 Example: Definition (from the prefixes chart) 1 cm = 0.01 m Conversion factors possible: 1 cm 0.01 m 0.01 m OR 1 cm. Intro.

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Do Now

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Introduction to the Metric System

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Unit Conversions

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Dimensional Analysis

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5.2 The Metric System and Scientific Notation

5.2 The Metric System and Scientific Notation. Base Units. There is a 'base' unit for each measurement in the metric system, to which we will add prefixes to show how big or small our measurement is: Base units: Distance: meter (m) Mass: gram (g) Time: second (s)

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Problem Set 1-8b

Problem Set 1-8b. More work with the Metric System. Question 1. a. meter: SI base unit of length , m b. gram: metric base unit-mass, g c. liter: metric base unit of volume, l (lower case) d. second: SI base unit of time, s e. kilogram: SI base unit of mass, kg. Question 2.

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8 km = ___ m

8 km = ___ m. 8,000. x 8. x 8. 1 km = 1000 m. 2. Write the conversion with units. 1. Start with what you know from the problem. 3. Decide what the known part of the equation was multiplied by. 4. Do the same thing to the other side of the equation.

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