5 Minute Check Complete on the back of your homework. 1. Alana biked 45 miles in 3 hours. How many miles did she bike in 1 hour? 2. The Reyes family bought.

Slides:



Advertisements
Similar presentations
5 Minute Check Determine if each pair of rates or ratios are equivalent. Explain your reasoning points scored in 4 games; 48 points scored in 8.
Advertisements

5 Minute Check Complete in your notebook x x 5 12.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 6–3) Main Idea Example 1:Solve Using Equivalent Fractions Example 2:Solve Using Equivalent Fractions.
5 Minute Check Complete on the back of your homework. Find the GCF for the following , , 16 Find the LCM for the following. 3. 6, , 12,
5 Minute Check Complete in your notebook. Fill in with, or = to make the inequality true , , , ,431 Solve. 3. x + 44 = 90.
Sixth Grade Block 2.
Ratios Fall 2014.
5 Minute Check Complete on the back of your homework x x x x 11.
Chapter 3 Ratios and Rates. Day….. 1.Expressing ratios in all formsExpressing ratios in all forms 2.Equivalent ratiosEquivalent ratios 3.Creating and.
5 Minute Check Complete on the back of your homework. 1. Alana biked 45 miles in 3 hours. How many miles did she bike in 1 hour? 2. The Reyes family bought.
5 Minute Check Complete in your notes mi/h = ? ft/min 2. 16cm/min = ? m/h mi/h = ? ft/s 4. 26cm/s = ? m/min You can use your calculator for.
Ratios, Proportions and Unit Rate Objective is to: write ratios and find equivalent ratios use rates and unit rates to compare quantities.
MJ MATH 1 : 02 RATIOS AND RATE REASONING : Module Two Test Review.
5 Minute Check Find each unit rate. Round to the nearest hundredth if necessary people for 5 classes 2. $1.12 for 8.2 ounces calories in.
Bell Work: Simplify (-12) – (-3)
Comparing Ratios Using Ratio Tables
Warm Up Use a TAPE DIAGRAM to solve the problems below. Show your work! 1. Travis drove 129 miles in 3 hours. How many miles did he drive in 1 hour? 2.
Review For Test #3. PEMDAS Writing Equations ProportionsLCM/GCFEstimation
5 Minute Check Simplify
5 Minute Check Write each decimal as a fraction or mixed number Write each fraction as a decimal
Quarter 1 Review MSM-1 Mayfield Woods Middle School.
Do Now 2/24/11 Take out HW from last night. Take out HW from last night. Text p. 272, #10-36 evens, #44, & #47 Text p. 272, #10-36 evens, #44, & #47 Copy.
5 Minute Check Estimate and Multiply. Complete on your homework x x x x 6.
Models You Can Count On RATIO TABLES
5 Minute Check Write each decimal as a fraction or mixed number.
Bell Ringer MONDAY 1)2.39 – ) 1/3 + 2/3. Bell Ringer MONDAY $ /3 = 1 1)2.39 – ) 1/3 + 2/3.
Purple Math, Holt Rinehart Winston TB, Math-Aides
5 Minute Check Which is larger? or or or or
Ratio Tables Objective: I can explore how to find two or more ratios that describe the same relationship.
5 Minute Check Complete on the back of your homework (9 + 2) x ² ÷ ÷ 2 x 3².
5 Minute Check Use rainbow factors, factor trees or multiples lists method to find the following. GCF 1. 45, , , 378 LCM 4. 12, 15.
Ratio Tables Lesson 6-2.
Fraction Quiz Review Mrs. Kelly 5 th Grade January 2015.
Do Now Find the unit rate miles in 3 hours 2. 6 apples for $ cans for $ CD’s for $43 Course Identifying and Writing Proportions.
Bingo! Rates and Ratios November 13, FREE SPACE GOES IN THE MIDDLE
Holt CA Course Rates Warm Up Warm Up California Standards California Standards Lesson Presentation Lesson PresentationPreview.
Question 1 The recipe for chocolate chip cookies requires 2 cups of chocolate chips for every 6 cups of flour. What is the ratio of chocolate chips to.
WARMUPS OCTOBER 13-17, MONDAY, OCTOBER 13, 2014 Change these percents to decimals % %3. 3% Multiply—Remember your decimal rules
Question 1 The recipe for chocolate chip cookies requires 3 cups of chocolate chips for every 8 cups of flour. What is the ratio of chocolate chips to.
1.Mr. Kell bought 5 packs of pencils for $6.05. How much would one pack of pencils cost? 2.Kroger sells 3 lbs bags of oranges for $5.00 and 5 lbs of oranges.
RP Unit 1a: Ratios & Proportional Reasoning. Greatest Common Factor A factor is a number that you multiply by another number to get a product. Example:
Solving Proportions.  Ratios: A comparison of two numbers using division.  Three ways to write Ratios:  a to b  a : b ,where b is not 0  Proportion:
5 Minute Check Complete on the back of your homework (9 + 2) · ² ÷ ÷ 2 · 3².
S Page 50 Sponge 5 red pixie sticks, 3 orange pixie sticks, 2 purple pixie sticks 1)red : purple 2) red: green 3) purple:total 4) orange:purple 5) Orange.
5 Minute Check Find the following. Complete in your notes. GCF 1. 45, , 30 LCM 3. 8, , 15.
5 Minute Check. Simplify Minute Check.
5 Minute Check. 2 x 2 x 4 2 x 3 5 Minute Check.
Unit 5—Part A Test Review 6 th : Chapter 1 Lessons th : Chapter 1 Lessons 1-3.
5 Minute Check Complete on the back of your homework. Find the GCF for the following , , 16 Find the LCM for the following. 3. 6, ,
5 Minute Check Open your book to page 58 and complete, if not complete. You have five minutes. If complete, look through your homework to review for the.
5 Minute Check Which is larger? or or or or 7 9.
7 th Grade Math Week of 11/17/14 Information from : Purple Math, Holt Rinehart Winston TB, Math-Aides
Lesson 1-4  I can use ratio tables to represent and solve problems.
I CAN use a table to find equivalent ratios and rates.
Holt CA Course Rates Warm Up Warm Up California Standards Lesson Presentation Preview.
5 Minute Check Complete on the back of your homework. 1. Alana biked 45 miles in 3 hours. How many miles did she bike in 1 hour? 2. The Reyes family bought.
5 Minute Check. 4 x 4 5 Minute Check 5 x 5.
2 nd 9-Weeks Review. Topic: Multiples & Factors Question: Find the first 5 multiples of 24. & List all of the factors of 24. Answer: Multiples: 24, 48,
5 Minute Check Find the unit rate. Complete in your notes.
Bellwork: There are 18 bulls and 45 cows on a ranch
Module 1 Lesson 11 Comparing Ratios Using Ratio Tables
Ratio Sponge Page 43 Find the following ratios THREE WAYS:
Objective: Add fractions with sums greater than 2.
Ratios Tables Lesson 10 Monday, August 27.
Ratio Tables Lesson 6-2.
Chapter 5 Review Pre-Algebra Review.
Models You Can Count On RATIO TABLES
Write Related Facts MAFS.3.OA.1.4.
Equivalent Ratios Practice
What is a “ratio”? How do you write a ratio?
Presentation transcript:

5 Minute Check Complete on the back of your homework. 1. Alana biked 45 miles in 3 hours. How many miles did she bike in 1 hour? 2. The Reyes family bought 4 concert tickets for $252. What was the price per ticket? 3. Vinnie decorated 72 cookies in 18 minutes. How many cookies did he decorate per minute? 4. John ran 200 meters in 40 seconds. How many meters per second did he run?

5 Minute Check 1. Alana biked 45 miles in 3 hours. How many miles did she bike in 1 hour? 45 miles 15 miles 3 hours = 1 hour

5 Minute Check 2. The Reyes family bought 4 concert tickets for $252. What was the price per ticket?

5 Minute Check 2. The Reyes family bought 4 concert tickets for $252. What was the price per ticket? $252 $63 4 tickets = 1 ticket

5 Minute Check 3. Vinnie decorated 72 cookies in 18 minutes. How many cookies did he decorate per minute?

5 Minute Check 3. Vinnie decorated 72 cookies in 18 minutes. How many cookies did he decorate per minute? 72 cookies 4 cookies 18 minutes = 1minute

5 Minute Check 4. John ran 200 meters in 40 seconds. How many meters per second did he run?

5 Minute Check 4. John ran 200 meters in 40 seconds. How many meters per second did he run? 200 meters 5meters 40 seconds = 1 second

Wednesday, Aug 27 Lesson Ratio Tables

Objective: To use ratio tables to represent and solve problems involving equivalent ratios.

Ratio Tables Equivalent ratios express the same relationship between quantities. 1: 2 is equivalent to 2: 4 is equivalent to 4: 8 is equivalent to 8:16 is equivalent to 16:32 is equivalent to ?

Ratio Tables How can you determine if a ratio is equivalent to another ratio?

Ratio Tables How can you determine if a ratio is equivalent to another ratio? They will simplify to the same ratio.

Ratio Tables A ratio table is a table which contains equivalent ratios.

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. Remember, we can only multiply and divide to get from one ratio to another!

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. How do we get from 12 to 6? ?

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios ?4 ÷ 2

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios ÷ 2

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. How do we get from 8 to 4? ?

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. 12 6? 1684 ÷ 2

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios ÷ 2

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. How do we get from 6 to 12? ?

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios ? x 2

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios x 2

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. Since we we did not have either number in the middle section, any equivalent ratio will be correct

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. We could either divide or multiple to find an equivalent ratio ÷6

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. 3, ?

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. 3, ÷ 60

Ratio Tables Below is an incomplete ratio table. Complete the ratio table with equivalent ratios. Since we did not have either number in the middle section, any equivalent ratio will be correct. 3,000 1,

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Step 1 – Draw the table. The number of rows will depend on the number of units. The number of columns should be at least 4. You can add more if needed.

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Step 2 – Label the table with the units. Dollars Hours

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Step 3 – Add the data. Generally, the complete ratio would be in the left-hand column (after the units) and the incomplete ratio would be in the right-hand column. Dollars 320 Hours 406

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Step 4 – Complete the data table. The third column should be for the simplified rate, if needed. What is the ratio in column 1 simplified? Dollars 320 Hours 406

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Step 4 – Complete the data table. The third column should be for the simplified rate, if needed. Dollars 3208 Hours 4016

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Dan made $48 for 6 hours of work. Dollars Hours 4016

Ratio Tables Dan made $320 for 40 hours of work. Make a ratio table to determine how much he made for 6 hours of work. Generally, when completing a ratio table we use scaling. Scaling means multiplying or dividing all the numbers in the ratio by the same number. Dollars Hours 4016

Ratio Tables Cans of corn are on sale at 10 for $4. Find the cost of 15 cans. Step 1 - ?

Ratio Tables Cans of corn are on sale at 10 for $4. Find the cost of 15 cans. Step 2 - ?

Ratio Tables Cans of corn are on sale at 10 for $4. Find the cost of 15 cans. Step 3 - ? Cans Dollars

Ratio Tables Cans of corn are on sale at 10 for $4. Find the cost of 15 cans. Step 4 - ? Cans1015 Dollars4

Ratio Tables Cans of corn are on sale at 10 for $4. Find the cost of 15 cans. Cans10515 Dollars42

Ratio Tables Cans of corn are on sale at 10 for $4. Find the cost of 15 cans. The cost of 15 cans will be $6. Cans10515 Dollars426

Ratio Tables To make yellow icing, you mix 6 drops of yellow food coloring with 1 cup of white icing. How much yellow food coloring should you mix with 5 cups of white icing to get the same results? Step 1 - ?

Ratio Tables To make yellow icing, you mix 6 drops of yellow food coloring with 1 cup of white icing. How much yellow food coloring should you mix with 5 cups of white icing to get the same results? Step 2 - ?

Ratio Tables To make yellow icing, you mix 6 drops of yellow food coloring with 1 cup of white icing. How much yellow food coloring should you mix with 5 cups of white icing to get the same results? Step 3 - ? Drops cups

Ratio Tables To make yellow icing, you mix 6 drops of yellow food coloring with 1 cup of white icing. How much yellow food coloring should you mix with 5 cups of white icing to get the same results? Step 4 - ? Drops6 cups15

Ratio Tables To make yellow icing, you mix 6 drops of yellow food coloring with 1 cup of white icing. How much yellow food coloring should you mix with 5 cups of white icing to get the same results? Step 4 - ? Drops66 cups115

Ratio Tables To make yellow icing, you mix 6 drops of yellow food coloring with 1 cup of white icing. How much yellow food coloring should you mix with 5 cups of white icing to get the same results? You will need 30 drops of coloring for 5 cups of icing. Drops6630 cups115

Ratio Tables A punch recipe that serves 24 people calls for 4 liters of lemon-lime soda, 2 pints of sherbet, and 6 cups of ice. How much of each ingredient would it take to make enough for 36 people? Do this on your own.

Ratio Tables A punch recipe that serves 24 people calls for 4 liters of lemon-lime soda, 2 pints of sherbet, and 6 cups of ice. How much of each ingredient would it take to make enough for 36 people? People Served 2436 Liters of soda 4 Pints of sherbet 2 Cups of Ice 6

Ratio Tables A punch recipe that serves 24 people calls for 4 liters of lemon-lime soda, 2 pints of sherbet, and 6 cups of ice. How much of each ingredient would it take to make enough for 36 people? People Served Liters of soda 42 Pints of sherbet 21 Cups of Ice 63

Ratio Tables A punch recipe that serves 24 people calls for 4 liters of lemon-lime soda, 2 pints of sherbet, and 6 cups of ice. How much of each ingredient would it take to make enough for 36 people? It would take 6 liters of soda, 3 pints of sherbet, and 9 cups of ice to serve 36 people. People Served Liters of soda 426 Pints of sherbet 213 Cups of Ice 639

Ratio Tables A patient receives 1 liter of IV fluids every 8 hours. At that rate, find how many hours it will take to receive 4 liters of fluid. Do this on your own.

Ratio Tables A patient receives 1 liter of IV fluids every 8 hours. At that rate, find how many hours it will take to receive 4 liters of fluid. It will take 32 hours to receive 4 liters of IV fluids. liters114 hours8832

Ratio Tables To make cranberry jam, you need 12 cups of sugar for every 16 cups of cranberries. Find the amount of sugar needed for 4 cups of cranberries. Do this on your own.

Ratio Tables To make cranberry jam, you need 12 cups of sugar for every 16 cups of cranberries. Find the amount of sugar needed for 4 cups of cranberries. You will need 3 cups of sugar for 4 cups of cranberries. Sugar cups1233 Cran Cups1644

Ratio Tables In a recent year, Joey Chestnut won a hot dog eating contest by eating 66 hot dogs in 12 minutes. If he ate at a constant rate, determine how many hot dogs he ate every 4 minutes. Do this on your own.

Ratio Tables In a recent year, Joey Chestnut won a hot dog eating contest by eating 66 hot dogs in 12 minutes. If he ate at a constant rate, determine how many hot dogs he ate every 4 minutes. Joey ate 22 hotdogs every 4 minutes. Hot dogs minutes1224

Ratio Tables On her vacation, Leye exchanged $50 American and received $60 Canadian. Use a ratio table to find how many Canadian dollars she would receive for $20 American? Do this on your own.

Ratio Tables On her vacation, Leye exchanged $50 American and received $60 Canadian. Use a ratio table to find how many Canadian dollars she would receive for $20 American? She would receive $24 Canadian for $20 American. American $50520 Canadian $

Ratio Tables Use the ratio table to determine how many people 13 subs would serve. Explain.

Ratio Tables Use the ratio table to determine how many people 13 subs would serve. Explain. 52 people. The number of subs is multiplied by 4 to get the number of people served.

Ratio Tables There are 10 girls and 8 boys in class. If 5 more girls and 5 more boys join the class, will the ratio of girls to boys remain the same? Justify your answer using a ratio table.

Ratio Tables There are 10 girls and 8 boys in class. If 5 more girls and 5 more boys join the class, will the ratio of girls to boys remain the same? Justify your answer using a ratio table. No. If 5 girls and 5 boys are added, there would be 15 girls and 13 boys in class. Using a ratio table, it shows the ratio should be 15 girls to 12 boys.

Ratio Tables Agenda Notes Homework – Lesson Homework Practice Due Thursday, Aug 28 Mid-Chapter Quiz Friday, Aug 29