Algebra 1 18 Oct 2011 1) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. CHECK YOUR HOMEWORK CHECK YOUR.

Slides:

Advertisements

Similar presentations

Using the Conversion Factor

Advertisements

Using the Conversion Factor

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

Chapter 2 Approaches to Problem Solving

Ratios Rates and Unit Rate

Ratios and Unit Rates Lesson 6-1 & 6-2.

Metric and Non-Metric Conversion Problems.

Convert Unit ____ Section 1.3 and intro to 1.4 (Proportions)

5-3 Dimensional Analysis Warm Up Problem of the Day

HW # 58 - Ready to Go On p. 242 # 1-20 all Warm up Week 17, Day One Find each unit rate. 1. jump rope 192 times in 6 minutes 2. four pounds of bananas.

Warm-up: 1.Solve: 3x – 4 – 5x < 10 2.Simplify: A) -3 (x – 5) B)2 (3x – 4) 18 December 15, 2010 HW: pg. 295 #21-30 Objective: SWBAT use unit rates to solve.

Unit 6: Stoichiometry Section 1: Chemical Calculations.

Dimensional Analysis 1 foot = 12 inches1 mile = 5280 ft 1000 mL = 1 L4 quarts = 1 gal Dimension Analysis makes use of equivalent statements. What are some.

One way of assuring yourself that you are getting the CORRECT answer.

Unit Rates Lesson 6.2.

Using the Conversion Factor

6th Grade Math Homework Page 394 #1-10 Answers.

Dimensional Analysis. How to do dimensional analysis 1. Identify the “given” and the “get 2. Create a “mini road map” 3. Identify the conversion factors.

Proportions and Measurement Systems Review the English measurement system and the metric system Convert measurement units using conversion factors Convert.

Basic Operations & Applications Unit. Solving Arithmetic Problems Involving Percent Types of percent problems -What (number) is m% of n? -m is what percent.

3-7 HW: Pg #11-14, 16-32e, Wir2.5 LESSON.

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.

Chapter 2 Approaches to Problem Solving Section 2A The Problem Solving Power of Units Pages

Algebra 1 26, 27 Oct ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. CHECK YOUR HOMEWORK CHECK.

WARM UP Algebra 14,15 March ) Solve, graph and check: a) 3 +2(x +4)> 22 2) Find the equation. Explain. Check with a “test point”. 3) Evaluate a)

Dimensional Analysis. Vocabulary Unit conversion factor- a fraction in which the numerator and denominator represent the same quantity in different units.

Algebra 1 6 Dec ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. START WU. ONLY weekly WU and.

Algebra 1 4 NOV ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. THE ONLY PAPERS THAT SHOULD BE.

Algebra 1 14 NOV ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. START WU. THE ONLY PAPERS THAT.

Rates, Ratios, and Proportions

SOLVING AND APPLYING PROPORTIONS

Today’s Agenda 1. Lesson: Proportions 2.Quiz 7 back 3.Homework.

2.3 Direct Variation. A linear function in the form of y=kx where k is the constant of variation.

REVIEW. Complex fractions are fractions that have fractions within them. They are either in the numerator, the denominator, or both. Divide complex fractions.

Unit Conversions Using Equivalent Ratios

Algebra 1 7 NOV ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. START WU. THE ONLY PAPERS THAT.

Fill in the Missing Numbers 1 foot = _____ inches 1 meter = _____ centimeters 1 pound = _______ ounces 1 minute = ______ seconds 1 hour = ________ minutes.

Algebra 23 Sept ) Take out your papers from your group folder and put them in your binder. 2) Put all your binder and text on your desk. Warm up:

Algebra 1 25 Oct ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. CHECK YOUR HOMEWORK CHECK YOUR.

5.7 CONVERTING UNITS LO: CONVERT BETWEEN METRIC AND IMPERIAL UNITS OF MEASURE.

Applications of Proportions. Sec. 1 Ratio and Rates A ratio is a comparison of two quantities by division. You can write a ratio in three different ways.

Dimensional Analysis Conversion Factors. A snail slimes his way along a desk. The total distance he traveled was 1.35 meters. How many centimeters did.

3.8 Algebra I. We SayAlgebraically The ratio of a to b if a and b are measured in the same unit a/b is a ratio If a and b are measured in different units.

“Easy” Mental Conversions How many inches in a foot? How many seconds in a minute? How many centimeters in a meter?

Good Morning! Today is Monday, October 12, 2015 HW Due: Dimensional Analysis Practice Problems Do-Now: Convert the following measurement using dimensional.

Unit 1 Test Part 2 First Name and Last Name Period Date Mr. Menjivar/Pre-Algebra StandardScore NS 1.2 NS 2.2.

Warm Up Simplify the following For questions 1-3, State whether your answers are rational or irrational numbers.

Warm up – August 14, 2017 How many significant digits are in the following numbers and what are they? Number Sig fig Which ones

Using the Conversion Factor

Unit Rates Lesson 6-2.

Using the Conversion Factor

Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.

Dimensional Analysis.

Ratios, Rates & Conversions

4.7 Ratios, Proportions, & Converting Units of Measure

Using the Conversion Factor

Alg I Unit 1 Lesson 3: Proportions & Measurements (Ch. 2. 3) Warm Up

Unit Rates Lesson 6-2.

Using the Conversion Factor

Using the Conversion Factor

Using the Conversion Factor

Proportions and Measurements

7.3: Analyze Units Objective:

Using the Conversion Factor

Using the Conversion Factor

Using the Conversion Factor

Ratios, Rates, and Proportions

Direct Conversions Dr. Shildneck.

Presentation transcript:

Algebra 1 18 Oct ) Put papers from your group folder into your binder. 2) Put your binder, hw and text on your desk. CHECK YOUR HOMEWORK CHECK YOUR HOMEWORK √ or X your answers √ or X your answers Warm-up: silently Set up and solve Set up and solve Don’t forget to show steps and check! is 17% of what number? is what percent of 45? 4. finished? do Improving your visual thinking skills pg. 113

Objective Content: Students will convert measurement units. Language: Students will take notes and use think-pair-share.

Homework due today pg. 111: 1, 4, 5 √ if correct; X if incorrect for each problem (10 pts) Homework due next class pg. 112: 7 and 8

How fast are you going? How tall are you in cm?

have you ever visited another country? 25 pesos— is that a good price? 180 kph— how fast is that in mph?

CW: investigation pg. 108 FINISH CALCULATING YOUR Ratio decimal OBJECTmeasurement in cm measurement in inches RATIO cm: in RATIO decimal

pg. 109 Step 4- Ratio of cm:in = ? Step 5: all students: think- pair- share USE A TABLE to help you set up proportion Step 6: advanced students finished? 1) do pg. 108 step 2 on calculator- see me 2) look at example B on page 109 DO page 111: # cm is 1 inch WRITE in your CW: explain the meaning of this ratio

practice using conversion factors Set up and solve using the following format: UNITS | proportion | work | check 1. How many liters does a 14.5 gallon gas tank hold if 1 gallon ≈ 3.78 liters? 2. How tall is a 64 inch student (5 ft. 4 in.) in centimeters if 1 inch ≈ 2.54 cm? 3. How tall are YOU in centimeters?

word problems 1) Jonas drove his car from Montana to Canada on vacation. While there, he needed to buy gasoline and noticed it was sold by the liter instead of by the gallon. Use the conversion factor (ratio) 1 gallon ≈ 3.79 liters to find out how many liters he needs to fill his 12.5 gallon tank. 2) Work on your handout- Listen for groups Complete your handout for homework

RATE- a ratio with a 1 in the denominator examples: 50 miles per hour (per 1 hour) 25 points per game (in one game) 35 calories per ounce (in 1 ounce) 20 feet per second (in 1 second)

dimension analysis To change feet per second to miles per hour, we can do a “chain” of conversions. WRITE YOUR UNITS!!! Use conversion factors to make “ones” by canceling units: Cancel units that are in the numerator and denominator (ANYTHING divided by ITSELF = 1)

debrief what did you learn today about converting measurements? What is a “conversion factor”? Do you have enough information to figure out how fast 180 kph is in mph?