Unit Rates Lesson 6-2.

Slides:



Advertisements
Similar presentations
Unit Rates.
Advertisements

Constructed Response Assessment October 17th A ratio is a comparison of two quantities using division. Ratios can be written in three different ways:
Warm-up: On page. Write each ratio in simplest form.
A ratio is a comparison of two quantities by division.
Ratios Rates and Unit Rate
Ratios and Unit Rates Lesson 6-1 & 6-2.
4.1 D - Unit Rates Lesson 4-1 D Mrs. Wilson.
Transparency 2 Click the mouse button or press the Space Bar to display the answers.
Lesson 4-1 Ratio and Proportion
Unit Rates Lesson 6.2.
1 Math Solving Proportions. 2 Vocabulary ► Proportion—an equation that shows that two ratios are equivalent. ► Cross Product—the product of the numerator.
Math on the Mind How many inches are in 1 foot? How many cups are in 1 pint? How many feet are in 1 yard? How many seconds in 1 minute? CHALLENGES: How.
Ratios, Rates, and Unit Rates across the Universe An introduction.
Ratio, Rate, Proportion, and Percent. Ratio  Comparison of two numbers by division  Can be written three different ways 4 to 9 4 :
4-2 Rates Warm Up: November 4 th Divide ÷ ÷ ÷ ÷
Bell Work Write the ratio in simplest form: Write the above simplified ratio two other ways. What is the ratio of boys to girls and girls to boys.
Bell Work Write the ratio in simplest form: Write the above ratio two other ways. What is the ratio of boys to girls and girls to boys in this class?
Problem of the Day Express $2/lb in cents / ounce.
Over Lesson 6–1 A.A B.B C.C D.D 5-Minute Check 1 Express the ratio as a fraction in simplest form. 10 tulips to 18 daffodils Express the ratio as a fraction.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 6–1) Then/Now New Vocabulary Example 1:Find Unit Rates Example 2:Real-World Example: Compare.
Ratio Sponge Page 48 Find the following ratios THREE WAYS: 1)Pizza to coke 2) Pizza to total 3) Cupcakes AND coke bottles to pizza 4) Total to cupcakes.
4.1 Ratio and Proportion Ratio – comparison of two numbers by division. –Can be written: a to b a : b where b ≠ 0. If a and b represent quantities measured.
DO NOW. OBJECTIVE : SWBAT Solve problems involving proportional relationships Convert between measurement systems using unit rates and using proportions.
Solving Proportions Using Unit Rates Solving Proportions Using Unit Rates Objective: We will learn to use unit rates to solve a proportion.
Dimensional Analysis. Measurement Ratios In order to use dimensional analysis, you have to understand that you need to use ratios that have a value of.
Monday October 18,2010 Review for Benchmark Assessment on Rates, Ratios and Proportions.
Today’s Agenda 1. Lesson: Proportions 2.Quiz 7 back 3.Homework.
Splash Screen. 1.A 2.B 3.C 4.D Five Minute Check 6 A.10:34 B.17:5 C.5:17 D.34:10 Among the staff at Roosevelt Elementary, 68 teachers prefer coffee and.
ALGEBRA READINESS LESSON 6-2 Warm Up Lesson 6-2 Warm-Up.
ALGEBRA READINESS LESSON 6-2 Warm Up Lesson 6-2 Warm-Up.
Ratios and Unit Rate Reminder By: Mr. Menjivar. Ratios and Unit Rates Reminder R L 03/31/11 Ratios and Unit Rate Reminder Reflection 03/31/11 Observe,
  A ratio is a way to compare two quantities that are measured in the same units by using division  45 : 100 Ratio.
1. Simplify each side SOLVING EQUATIONS WITH VARIABLES ON BOTH SIDES 2. Get rid of variable on right side 3. Solve two step equation Get rid of parentheses,
Unit 1 Test Part 2 First Name and Last Name Period Date Mr. Menjivar/Pre-Algebra StandardScore NS 1.2 NS 2.2.
5 Minute Check. Flashcards Tuesday, Sept 1 Lesson 1.3 Rates.
9/15/16 & 9/16/16 A ratio is a comparison of two quantities. A ratio can be written three ways: 3:53/5 3 to 5 BACK.
Five-Minute Check (over Lesson 1–1) Mathematical Practices Then/Now
5-2 Rates, and Unit Rates Warm Up Problem of the Day
Rates and Unit rates.
5 Chapter Chapter 2 Ratio, Proportion, and Measurement.
5-2 Rates, and Unit Rates Warm Up Problem of the Day
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
5-2 Rates Course 2 Warm Up Problem of the Day Lesson Presentation.
Unit Rate Review Unit Rate Notes Page 39.
5-2 Rates, and Unit Rates Warm Up Problem of the Day
Unit Rates Lesson 6-2.
Lesson 4 – Represent Proportional Relationships with Equations
5-4: Dimensional Analysis
Unit Rates.
Unit Rates Lesson 6-2.
Splash Screen.
Ratio Sponge Page 43 Find the following ratios THREE WAYS:
Find the unit rate for typing 145 words in 5 minutes.
Unit Rates October 4, 2012.
Course Rates Learn to find units and compare unit rates, such as average speed and unit price.
Ratio Warm-Up Page 41 Find the following ratios THREE WAYS:
5th Period Warm Up During Christmas, a book store sold 72 books. If the ratio of books to bookmarks sold was 9:2, how many bookmarks did the store sell?
Splash Screen.
Rate By, Mrs. Muller.
Ratios Ratio – comparison of two quantities by division to 7 5:7.
Module 2 – End of Module Review
5-2 Rates, and Unit Rates Warm Up Problem of the Day
Which is the better buy?.
Inquiry Lab Work with your groups for this assignment NO questions to teacher (we will take notes on this topic) Page 195-Read Example Page Complete.
6-1: Ratios and Rates.
Algebra 1 Section 3.2.
To Start: 10 Points Find the unit price of 40 gallons of gas for $132 $3.30 per gallon There are 64 boys and 72 girls in the 7th grade. Find the ratio.
Equivalent Ratios and Rates
1. The car used 3 gallons of gas to travel 175 miles.
Unit Rates.
Presentation transcript:

Unit Rates Lesson 6-2

Vocabulary A rate is a ratio that compares two quantities measured in different units. The unit rate is the rate for one unit of a given quantity. Unit rates have a denominator of 1.

Examples Rate: 150 heartbeats 2 minutes Unit Rate (Divide to get it): 150 ÷ 2 = 75 heartbeats per minute.

Find the Unit Rate Amy can read 88 pages in 4 hours. What is the unit rate? (How many pages can she read per hour?) 88 pages 22 pages / hour 4 hours

Using Unit Rates You can find the missing terms of equal ratios. Use the unit rate, and set it equal to another ratio. Solve for what is missing by dividing or multiplying.

Example Joe’s car goes 25 miles per gallon of gasoline. How far can it go on 8 gallons of gasoline? x 8 25 miles = Unit Rate 1 gallon 8 gallons x 8 25 x 8 = 200. Joe’s car can go 200 miles on 8 gallons of gas.

Comparing Unit Prices Use division to find the unit prices of the two products in question. The unit rate that is smaller (costs less) is the better value.

Example Juice is sold in two different sizes. A 48-fluid ounce bottle costs $2.07. A 32-fluid ounce bottle costs $1.64. Which is the better buy? $2.07 0.043125 $0.04 per fl.oz. 48 fl.oz. $1.64 $0.05 per fl.oz. 0.05125 32 fl.oz. The 48 fl.oz. bottle is the better value.

Homework Time