How to do proportions. How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already.

Slides:



Advertisements
Similar presentations
8-1 Converting Customary Units Learn to convert customary units of measure.
Advertisements

Converting Customary Units
112 inches (in) = 1 foot (ft) 336 inches = 1 yard (yd) 55,280 feet = 1 mile (mi)
inches = 1 foot 3 feet = 1 yard 36 inches = 1 yard 5280 feet = 1 mile 1760 yards = 1 mile.
Bell Work: Becky reduced the size of the image on the computer screen by 40%. By what percent was the area of the image reduced?
Measuring using… INCHES FEET YARDS MILES
Proportions, Ratio, Rate and Unit Rate Review
You used scale factors to solve problems with similar polygons. Interpret scale models. Use scale factors to solve problems.
1 Percent Proportion. 2 Percent Means ‘of a hundred’
Warm Up Multiply. Write answers in simplest form:
Converting Fractions to Decimals
Measurement: Changing Customary Units
PowerPoint created by Parsheena Berch Resource : JBHM material Pictures: Google Images.
2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Fractions and Sets Comparing Fractions.
1 Percent Proportion. 2 Percent Means ‘of a hundred’
15 ft. = ____ yds. The question is… So you find the conversion on your TAK Math chart… 3 feet = 1 yard Tom was buying lumber to build a fence. He knew.
Ratio, Rate, Proportion, and Percent. Ratio  Comparison of two numbers by division  Can be written three different ways 4 to 9 4 :
Example 1 Use a Scale Drawing MAPS The distance between Boston and Chicago on a map is 9 inches. If the scale of the map is 1 inch: 95 miles, what is the.
A scale model or scale drawing is an object or drawing with lengths proportional to the object it represents. The scale of a model or drawing is the ratio.
What does it mean to be proportional? When two ratios are equal, they are PROPORTIONAL Example: 2 = x 6 = 30 2 x 15 = 30 Look! There cross Products.
Converting Fractions to Decimals Ms. Stewart Math 7 COPY SLIDES WITH A PENCIL ICON.
11.4 – Multiplying & Dividing Rational Functions.
The Percent Proportion. To solve a proportion, multiply the numbers that are diagonal, divide by the one that’s left.
Unit Multipliers and Unit Conversion LESSON 50 PAGE 352.
English System (Ruler)
Add (+), subtract (-), multiply (x) or divide mixed numbers.
Mullis1 GETTING FROM ONE UNIT TO ANOTHER: Dimensional Analysis aka. Factor Labeling Method.
Unit Conversions use fractions/ratios to change the units of measurement We “cross-cancel” units Units are common factors on top and bottom Use Formula.
Percent Increase/Decrease. Percent of change = amount of change (difference) original amount (what we started with) Percent of increase = original amount.
Conversions Converting, or changing, one unit of measure into another.
Chapter 1.3 Conversion Factors and Unit Cancellation.
or * * P =22 in P =40 cm
2.1 Rates, Ratios, and Proportions EQ: How can I use units to understand problems and guide the solution of proportions?
Notes Over 9 – 3 Divide. Multiply by the reciprocal Cross-Cancel Divide top and bottom by common factor Multiply across the top and bottom. Change to.
Dimensional Analysis.
Who turned off the lights?
Example: Multiply the following rational expression.
Customary and metric conversions
Algebra Mrs. Hubbard.
Converting Fractions to Decimals
Converting Customary Units
How Fast, How Far & How Long
Applications of Technology
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
4.7 Ratios, Proportions, & Converting Units of Measure
Scale drawing.
Chapter 3 Unit conversions.
Section 8.1 Ratio and Proportion
Unit Rates and Proportional Reasoning
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Proportions, Ratio, Rate and Unit Rate Review
Proportions, Ratio, Rate and Unit Rate Review
Friday, September 5, 2014 Objective: Students will convert between units using a conversion factor. Warm-Up: Add the objective to your log and self evaluate.
Solving Proportions.
September 13, 2017 Dimensional Analysis.
Question: You can run at a rate of 6 miles per hour. How many inches per minute is this?
Finding the Percent of a Number
Percent Proportion.
Conversions between Standard and Metric Systems
Multiplying/Dividing Fractions
Dimensional Analysis How to calculate something and someone know what you did or was trying to do!
Clear off desk and get out something to write with
Length in the Customary System.
Insert Lesson Title Here
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Converting Units with Dimensional Analysis
Ratio and Proportion.
Percent Proportion.
USING PROPORTIONS.
Bellwork A scale model of the Statue of Liberty is 15 inches tall. If the Statue of Liberty is 305 feet tall, find the scale of the model. A map has.
Presentation transcript:

How to do proportions

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 1) I know there are 3 feet in 1 yard. 3 feet 1 yd

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 1) I know there are 3 feet in 1 yard. 2)I know I have 5 yards. 3 feet 1 yd 5 yd

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 1) I know there are 3 feet in 1 yard. 3 )I need to find out the feet. 2)I know I have 5 yards. 3 feet 1 yd 5 yd

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 1) I know there are 3 feet in 1 yard. 3 )I need to find out the feet. 2)I know I have 5 yards. 3 feet 1 yd 5 yd x

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 1) I know there are 3 feet in 1 yard. 3 )I need to find out the feet. 2)I know I have 5 yards. 3 feet 1 yd 5 yd x 3 x 5 = 15

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 5.Divide 1) I know there are 3 feet in 1 yard. 3 )I need to find out the feet. 2)I know I have 5 yards. 3 feet 1 yd 5 yd x

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 5.Divide 1) I know there are 3 feet in 1 yard. 3 )I need to find out the feet. 2)I know I have 5 yards. 3 feet 1 yd 5 yd x

How many feet are in 5 yards? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 5.Divide 1) I know there are 3 feet in 1 yard. 3 )I need to find out the feet. 2)I know I have 5 yards. 3 feet 1 yd 5 yd 15 feet

Lets do another

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 5.Divide 1) I know he can run 4 miles in 46 min. 3 )I need to find out the min. 2)I know I have 2 miles. 46 min. 4 miles x 2 miles

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 1) I know he can run 4 miles in 46 min. 46 min. 4 miles

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 1) I know he can run 4 miles in 46 min. 2)I know I have 2 miles. 46 min. 4 miles 2 miles

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 1) I know he can run 4 miles in 46 min. 3 )I need to find out the min. 2)I know I have 2 miles. 46 min. 4 miles 2 miles

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 1) I know he can run 4 miles in 46 min. 3 )I need to find out the min. 2)I know I have 2 miles. 46 min. 4 miles x 2 miles

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 1) I know he can run 4 miles in 46 min. 3 )I need to find out the min. 2)I know I have 2 miles. 46 min. 4 miles x 2 miles 46 x 2 = 92

If Collin can run 4 miles in 46 min. About how long can he run in 2 miles? Proportion STEPS Keep same units on top, same units on bottom. 1.and 2. What measurements you already know? 3.What do you want to find out? (Blank spot) 4.Cross Multiply 5.Divide 1) I know he can run 4 miles in 46 min. 3 )I need to find out the min. 2)I know I have 2 miles. 46 min. 4 miles x 2 miles