 Step 1: Identify comparison ◦ Example: Height of tree to the cost  Step 2: Write down rate proportion ◦ Example:  Step 3: Substitute values from problem.

Slides:



Advertisements
Similar presentations
Direct Variation Chapter 5.2.
Advertisements

Unit Rate Review From Ratios to Rates.
Eighth Grade Math Ratio and Proportion.
Proportions  A proportion is an equation with a ratio on each side. It is a statement that two ratios are equal.  3 = 6 is an example of a proportion.
Ratios Rates and Unit Rate
Proportions, Ratio, Rate and Unit Rate Review
Course 2: Inequalities Objectives:
Bell Ringer I will not answer questions.
Chapter 5 Ratios, Rates, Proportions
 Lesson Objective: NCSCOS 4.01 – Students will know how to solve problems using direct variation.
7.1 The Meanings of Ratio, Rate, and Proportion
2.5 Solving Proportions Write and use ratios, rates, and unit rates. Write and solve proportions.
 In the isosceles triangle below, AB = CB. What is the measure of the vertex angle if the measure of angle A is 40 degrees?  What is the sum of a and.
Choose a category. You will be given the answer. You must give the correct question. Click to begin.
I can solve inequalities by multiplying or dividing.
Objectives: To solve proportions and write ratios.
Lesson 4-1 Ratio and Proportion
Objectives: To solve proportions and write ratios.
4/17/2013 Review of Unit Rate.
3-6 Ratios and Proportions Objective: Students will determine whether two ratios are proportional and solve proportions. S. Calahan 2008.
Ratios and Proportions. Warm Up - Simplify Ratio – comparison of two numbers by division. Proportion – an equation stating that two ratios are equal.
Unit Rates Lesson 6.2.
Algebra 1 Notes 3.6 Warm Up Vocabulary 3.6 Ratio: Comparison of two numbers by division. Can be expressed 3 ways. Proportion: Equation stating.
Bell Work Find the unit rate: $54 6 lbs 500 miles 10 hours $42___ 6 people $9.00 per pound 50 miles per hour $7.00 per person.
Proportions. Proportion – two equal ratios 1 = 4 3 = = 21 a = c 8 24 b d.
Ratio, Rate, Proportion, and Percent. Ratio  Comparison of two numbers by division  Can be written three different ways 4 to 9 4 :
4-4 Solving Proportions Vocabulary cross product.
RATIOS & PROPORTIONS A ratio is a comparison of two numbers by division. To write ratios, use the word to, a colon, or a fraction bar. EXAMPLE #1: John.
Problem of the Day Express $2/lb in cents / ounce.
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 Proportions Similar Figures PercentsApplications.
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.
What’s the Best Price? By: Blaire Bledsoe. Unit Rate Unit rate is a ratio that compares quantities of different units. To find the unit rate of something.
DO NOW. OBJECTIVE : SWBAT Solve problems involving proportional relationships Convert between measurement systems using unit rates and using proportions.
Rates, Ratios, Proportions & Unit Rate By Colin C.
5-1 Objective: Solving proportions. A ratio is the comparison of two numbers written as a fraction. An equation in which two ratios are equal is called.
Friday, December 3 Objective: SWBAT find ratios and rates solve proportions Homework: Practice 4-1 Bell Work (write in simplest form)
By : Castula Rodriguez. Unit Rate- is the ratio of cost: number of units; then the ratio is simplified so that it equals 1 Unit Price- is the price or.
Solving Inequalities #35. Vocabulary An inequality is a statement that two quantities are not equal. The quantities are compared by using one of the following.
Unit 1 Ratios and Unit Rates Unit 1 Ratios and Unit Rates.
PROPORTIONS 6-2. VOCABULARY Proportion – equality of two ratios Cross Products – the results when you cross multiply.
Review of solving Proportions.
Solving Compound Inequalities Cr itical Thinking Skill: Explicitly assess information and draw conclusions.
3.9 Proportions Goal to solve problems involving proportions.
Proportions #27. A proportion is an equation that shows two equivalent ratios. Read the proportion = as “two is to one as four is to two.” 2 1 __ 4 2.
Math Words to Know LESSON GOAL: I can recognize key math terms and be able to use them in real world situations.
Section 4-2: Proportions and Similar Figures SPI 12F: Select ratios and proportions to represent real-world problems Objective: use proportions to find.
Direct Variation If two quantities vary directly, their relationship can be described as: y = kx where x and y are the two quantities and k is the constant.
Unit 1 Test Part 2 First Name and Last Name Period Date Mr. Menjivar/Pre-Algebra StandardScore NS 1.2 NS 2.2.
Unit Rates Lesson 6-2.
You will be given the answer. You must give the correct question.
Ratio A ratio is the comparison of two numbers by division.
Using Unit Rates Conversions Solving Proportions Applying Similarity
Unit Rates Lesson 6-2.
Proportions.
Unit Rates Lesson 6-2.
Using Proportions with Similar Figures
Inequalities and Their Graphs
Proportions, Ratio, Rate and Unit Rate Review
Proportions, Ratio, Rate and Unit Rate Review
Distance=Rate x Time.
Notes Over 1.7 Solving Inequalities
Notes Over 1.7 Solving Inequalities
Warm Up Problem Solve for x = 2.3x.
7.5 Write and Graph Inequalities
Course 2: Inequalities Objectives:
6-1: Ratios and Rates.
Chapter 3: Solving Equations
2 Equations, Inequalities, and Applications.
PROPORTIONS.
Inequalities x > a Means x is greater than a
Presentation transcript:

 Step 1: Identify comparison ◦ Example: Height of tree to the cost  Step 2: Write down rate proportion ◦ Example:  Step 3: Substitute values from problem ◦ Example:  Step 4: Solve the proportion ◦ Example:

 Key Phrases: ◦ at least >> ◦ at most << ◦ no more than << ◦ no less than >>

 Unit Rate: The value of one of something  We use unit rates when comparing price per unit or price per ounce  We will use proportions (two ratios that are equal) to help us find unit rates

 Drawing inequalities on a number line  Writing inequality based on a word statement  Write a statement based on an inequality  Solve a rate word problem

 I know a have 11 or more cans of Pepsi in my refrigerator. ◦ P > 11

 C > 6 ◦ There are more than 6 chickens on the farm

 I drove 200 miles in 5 hours. About how far did I drive in one hour? ◦ Compares miles to hours ◦ Miles / Hours ◦ 200 / 5 = X / 1 ◦ X = 40 miles