Reading a Ruler Foundations of Tech. Background – World Wide Two main systems of measurement  Metric System Based on the number 10  U.S. Customary System.

Slides:



Advertisements
Similar presentations
How to Find a Fraction on a Number line
Advertisements

Reading a Ruler Objective: KNOW HOW TO USE A RULER PROPERLY.
Escambia County School Board Office of Career and Technical Education
Strategies for Reading the Ruler
Customary English Ruler For Linear Measure. What do you notice about the numerators and denominators of each fractional measure on the ruler? 1 inch 2.
Accuracy Counts Measure Twice Cut Once. From 0 to 1 is equal to 1 inch 01.
HOW TO IDENTIFY FRACTIONS
Estimate: Review: Find 5/7 of 14. Draw a bar diagram. Divide it into 7 equal sections because the denominator is 7. Determine the number in each.
Measurement.
Strategies for Reading the Ruler. Background – World Wide  Two main systems of measurement –Metric System  Based on the number 10 –U.S. Customary System.
Following Directions Lesson
Background – World Wide  Two main systems of measurement  Metric System  Based on the number 10  U.S. Customary System  Based on halving or doubling.
Dividing fractions 4/5 ÷ 7/8 = ?. When you are dividing fractions, invert the divisor. In other words, flip the right fraction. 4/5 ÷ 7/8 8/7= ?
Reading a Ruler USING CUSTOMARY UNITS (Inches) MADE EASY!!
Developing Standard and Metric Measuring Skills
How to multiply a whole number by a fraction.
In this expression it means “How many one eighths are in three fourths?” In this lesson we will divide fractions. Let’s think about what dividing fractions.
Strategies for Reading the Ruler. Background – World Wide  Two main systems of measurement –Metric System  Based on the number 10 –U.S. Customary System.
Introduction to Measurement Developing Standard and Metric Measuring Skills.
Applying Fractions. When are we going to use this? Cooking – cutting a recipe in half or double it. Construction – using blueprints.
Scales. The purpose of scales is to allow an engineer, architect, technician or contractor to determine scaled measurements from drawings or maps very.
Reading a Ruler.
The Inch and How it is Built
Standard and Metric Measuring
English System (Ruler)
Introduction to Standard and Metric Measurement
How to Find a Fraction on a Number line A number line and a ruler are very much alike
Measuring Ms. Wickersham. How many systems of measurement are there? Metric (International System of Units) –Centimeters and Meters (Length) U.S. Customary.
Introduction to Measurement Developing Customary and Metric Measuring Skills.
Conversions % Multiply by a special form of 1 Divide 2 by 5
Write a fraction for a whole. 1. How to count parts of a group.
Introduction to Measurement
Escambia County School Board Office of Career and Technical Education
Strategies for Reading the Ruler
Reading a Ruler Objective: KNOW HOW TO USE A RULER PROPERLY.
Session 2: Decimals; Taking Measurements
Introduction to Standard and Metric Measurement
Introduction to Standard and Metric Measurement
Early Measurement History
Reading a Ruler Objective: KNOW HOW TO USE A RULER PROPERLY.
Reading an English Ruler
Introduction to Standard and Metric Measurement
Introduction to Standard and Metric Measurement
Strategies for Reading the Ruler
Introduction to Measurement
Introduction to Measurement
Introduction to Measurement
Introduction to Standard and Metric Measurement
Copy the worksheets and have your teacher check your answers.
Conversion Between Measurement Systems Length, Capacity, and Weight
Introduction to Standard and Metric Measurement
Introduction to Measurement
Introduction to Measurement
How to Find a Fraction on a Number Line
Introduction to Measurement
Strategies for Reading the Ruler
Introduction to Measurement
Introduction to Measurement
Reading a Ruler with Precision
Reading a Ruler with Precision
Introduction to Measurement
Reading a Ruler with Precision
Introduction to Measurement
Fractions Year 4
Reading a Ruler with Precision
THE NATURE OF SCIENCE.
Introduction to Standard and Metric Measurement
Fractions Year 3 (age 7-8).
Meters, Grams and Liters
Finding fractions of amounts
Presentation transcript:

Reading a Ruler Foundations of Tech

Background – World Wide Two main systems of measurement  Metric System Based on the number 10  U.S. Customary System Based on halving or doubling units

Background – World Wide What countries besides the U.S. have not adopted the metric system?  All countries have adopted the metric system, including the United States. However, in nearly all countries people still use traditional units. For a country to switch to metric is a process that happens over time. Only 3 countries in the world, have not officially adopted metric as their primary system of measuring.

Background – World Wide Three countries have not officially adopted the International System of Units as their primary or sole system of measurement: Liberia, Myanmar, and the United States. United States Myanmar (formly known as Burma) Liberia (Settled by free-men and former enslaved blacks after America’s Civil war.

Background – United States The U. S. has switched to Metric with  Sporting Events - Olympics  Military  Medicine  Scientific studies

Background – United States At this time, Manufacturing; Transportation; and Construction Industries; are primarily using the U.S. Customary system. In certain sectors, the conversion is obvious (i.e. – Automobiles). However, in these industry areas the changes have not been as complete. This is the reasoning for studying both measurement systems used in the United States.

The distance is representing a full inch. 01

The full inch is divided into two sections. The number of sections determines the denominator. Notice the line height

Each half inch section is divided into two sections. Notice the line height. It’s getting smaller. Remember the number of sections determines the denominator. What will the denominator be for the new lines?

Each half inch section is divided into two sections. Notice the line height. It’s getting smaller. The denominator is 4 because of the 4 sections created by the new lines

Each forth inch section is divided into two sections. Notice the line height. It’s getting smaller. The denominator is 8 because of the 8 sections created by the new lines

Each eighth inch section is divided into two sections. Notice the line height. It’s getting smaller. The denominator is 16 because of the 16 sections created by the new lines

You now know all the fractions on a common school ruler. But how can you tell the fractions just by look at the line heights?

PAY CLOSE ATTENTION NOW You can tell what the fraction is for each line by covering the lines up. 01

PAY CLOSE ATTENTION NOW Cover the lines up. 01

PAY CLOSE ATTENTION NOW NOW expose the first set of lines. HOW many sections are created? 01

2 sections. That tells me the denominator 01 2

Count by odd numbers for the numerator Remember the 2 sections. That tells me the denominator.

Expose the next set of lines. The number of sections created tells me the denominator

Count by odd numbers for the numerators

Expose the next set of lines. The number of sections created tells me the denominator

Count by odd numbers for the numerators

Expose the next set of lines. The number of sections created tells me the denominator

Count by odd numbers for the numerators

You try it. Expose the first set of lines. 01

What is the denominator? 01

The denominator is 2. Now what is the numerator? 01 2

The numerator is 1. It’s the first odd number. Now try the next set of lines

The denominator will be 4. The numerators will be 1 and 3. Count by odd numbers

The denominator will be 4. The numerators will be 1 and 3. Count by odd numbers. Now expose the next set of lines

What will denominator be? The numerators will be? Remember, count by odd numbers

The denominator will be 8. And the numerators will be 1,3,5 and 7. Now expose the last set of lines

What will denominator be? The numerators will be? Remember, count by odd numbers

The denominator will be 16? The numerators will be? 1,3,5,7,9,11,13 and 15. Remember, you count by odd numbers

Why do we count by odd number? Remember math class and reducing fractions. We only have odd number in the numerators because an even number could be reduced

16 2 All the red fractions can be reduced. Do you see any patterns?

Take the Measuring Test Level 1