Measurements I can use the SI units of measurement I can convert using conversion factors.

Slides:



Advertisements
Similar presentations
High School Biology Class
Advertisements

Metric Conversions 7th Grade Math Online.
Physics Fall  When given a problem like this: 1 x 2 = __ 5 3 how do you solve it?  You multiply straight across!  Do this one on your notes:
THE METRIC SYSTEM PRESENTED BY MR. CONANT.
THE METRIC SYSTEM.
The Metric System.
Measuring Matter and Metric Conversions
The Metric System.
Problem Solving in Chemistry
IT IS IMPORTANT THAT SCIENTISTS CAN COMMUNICATE WITH EACH OTHER. Measurements.
Pre-Algebra 2 Lesson A.1a Presented to my 1 st period class October 13, 2015.
The Metric System!.
Sponge Pick up BrainPop review of customary measurement on table Pick up BrainPop review of customary measurement on table.
Metric Measurements and Conversions. Two terms to distinguish: Quantity : what one is actually measuring. Length: distance between points Volume: space.
The Metric System Objective: Identifying what units are used for different measurements and how to convert measurements.
The Measure of Things: The Metric System. Why do we need a common system of measurement ? / People can SHARE information / Communication is easier / People.
Who do we think we are? United states Myanmar Liberia.
Metric System How to solve the problems quickly!.
Metric System Metric System (SI)- System International.
DIMENSIONAL ANALYSIS FACTOR-LABEL CONVERSIONS. Basic Measurement A quantitative measurement always consists of a number and a unit. A qualitative observation.
Metric System Basics. Metrics Scientists are very lazy, they don’t want to have to remember all of those different conversions. So instead we use the.
Unit Conversions Factor Label Method. Factor Label Method Measurements that are made of some aspect of the universe must have a quantity and a unit. Many.
Measurements. What do we measure? Fundamental properties Fundamental properties mass (weight)kilogram mass (weight)kilogram lengthmeter lengthmeter timesecond.
Metric Conversions We only use metrics in Chemistry 5 kg = _______ mg 3.5 liters = _____ ml 4 cm 3 = ____ ml 250 cm = _____ m.
Dimensional Analysis for Conversions. Write the KNOWN, identify the UNKNOWN.  EX. How many quarts is 9.3 cups? 9.3 cups? quarts=
Converting with Different Units Metric System Or Standard International (S.I.) English System M.K.S.C.G.S.ENGLISH LENGTH MASS TIME meters seconds kilogramsgramsslugs.
Metric System Notes And Practice. Metric system is based on power of 10 Meter is a measure of length Gram is a measure of mass Liter is a measure of liquid.
Metric System. Scientists need a common system of measurement: The metric system. AKA: International system of Units (SI system) The metric system is.
Metric System Notes and Practice. Metric system is based on the power of 10. Meter is a measure of length Gram is a measure of mass Liter is a measure.
THE METRIC SYSTEM (International System of Units)
Do Now Which metric conversion is larger 1.Centi or hecta 2.Micro or milli 3.Deka or deci.
Notes 1.1. Why Measure?  To determine exact placement of evidence  To determine relationships among pieces of evidence  To analyze trends or features.
The Metric System High School Biology Class. Historical Background In the early days, each scientist used their own local system of units.
Metric Conversions Ladder Method
Mass vs. Weight Mass depends on the amount of ___________ in the object. Weight depends on the force of ____________ acting on the object. ______________.
Lesson 3.7 Concept: Convert units of measure
High School Biology Class
Measurements.
Why do we need to be able to measure things?
Metrics and Conversions
General Chemsitry Dimensional Analysis Method
Chapter 11: Measuring Length and Area
The Metric System.
1000 m = 1 km 100 m = 1 hm 10 m = 1 dam 1 m = 1 m 10 dm = 1 m
THE METRIC SYSTEM PRESENTED BY MR. CONANT.
Metrics Measurement Safety Scientific Method
Unit 2-2 Metric Conversions! Mr. Coffey.
PRESENTED BY MS. GRAYSON & MS. GIVENS
Measuring and Calculating
Unit 2-2 Metric Conversions!.
Metric System Conversions
Unit 2-2 Metric Conversions!.
Tools of the Biologist Metric Measurements.
Metric System Notes and Practice
THE METRIC SYSTEM.
High School Science Class
Metric System
Metrics & SI Units.
METRIC CONVERSION.
Measurement Notes.
SI Units and The Metric System
Metric System Basics King Henry Died By Drinking Chocolate Milk 1/1000
Metric System – Ladder Method
The Math of Science Mrs. Novack.
METRIC CONVERSIONS.
Metric System Review Notes.
Fundamentals of Physics I
Review.
The Metric System.
Presentation transcript:

Measurements I can use the SI units of measurement I can convert using conversion factors

Reliability in measurements  Precise measurements will give the same results again and again  Accuracy is how close you are to the accepted value

SI Units  SI units a revised form of the metric system  SI base units are fundamental physical units  SI derived units are combinations of SI base units

Identify the metric units for  Mass  Length  Volume  Temperature  Time

Metrics  Do you recall King Henry does back delicious corn muffins.  Kilo  Hecto  Deka  Base  Deci  Centi  Milli

K, H, D, B, d, c, m  When moving to the right, units get smaller so your number larger. Move the decimal RIGHT  When moving to the left, units get larger, so your number gets smaller. Move the decimal LEFT

Practice  950 g kg .075m cm  4,500mg g

Conversion Factors  A conversion factor is a ratio to convert a quantity in a given unit to an equal quantity with a different unit.  They are derived from the units used in the problem Example if the units used are mile and feet then this becomes the conversion factor Example if the units used are mile and feet then this becomes the conversion factor

Fractions  What is 3/4 multiplied by 2/3?  The way we cancel in multiplying fraction is the way that units cancel in conversions factors

Confused? Lets try an example  If you have 39 quarters, how many dollars is this?  How do these amounts compare?  The way the compare is the conversion factor.  The units you are given is called the given. The units you are finding is the unknown.  The equation looks like this:  Given units X Desired units/Given units = Desired units

Always Remember  Determine the given and the unknown  Determine the mathematical relationship between them (CONVERSION FACTOR)  Set up the units and make sure they cancel correctly  Plug in the numbers and solve

Practice  How many seconds are in 45 min?  How many seconds in 82 min?  How many hours are there in 9834 minutes?  How many inches in 3.66 feet?

Lets try with metrics  If there are 1000 mm in one meter, then how many meters are there in 55mm?  How many meters are in 300cm?  How many meters in 88hm?

Sometimes multiple steps are needed  Example:  How many seconds in 5.3 hours?

Practice  How many centimeters are in 13 feet? (1 in =2.54 cm)

Practice  How many centimeters are in 1.3 miles? (1 mile = 5280 ft) (1 mile = 5280 ft) (1 inch = 2.54 cm) (1 inch = 2.54 cm)