NS 1.3. CST problems remember Ratios A ratio is a comparison of two things…. - boys to girls - cats to dogs - ears to robots and can be written as a.

Slides:



Advertisements
Similar presentations
Problem 1 We have two bags of marbles. The first bag has a ratio of 2 blue marbles to 7 red ones. The second bag has the same ratio. If the 2nd bag has.
Advertisements

1/8 AND, OR and NOT b How many boys? b How many girls? b How many blue? b How many red?
Honors Geometry Section 8.2 A Ratios and Proportions
Concept Teaching I like this / that / these / those……?
Ratios and Unit Rates.
5 Minute Check Find the LCM for the following. 1. 6, , , , 12, 15.
DETERMINE IF AN EVENT IS INDEPENDENT OR DEPENDENT.
What is a ratio?.
© T Madas. 16 unshaded 4 unshaded What proportion of the shape is shaded? For every shaded square, how many unshaded squares are there? For 4 shaded For.
Using Tape Diagrams to Solve Ratio Problems
Ratio Lesson 4-1 and Proportion.
Rates, Ratios, and Proportions
Solving Problems Involving Equivalent Ratios
Proportions, Ratio, Rate and Unit Rate Review
Ratios and Proportions
Ratio and Proportion Review Write your heading and number from 1-10 You are going to write a proportion for each problem, then solve for the missing number.
The key to solving word problems is DON’T BE SCARED.
Ratios can be written three different ways. Example: Sarah was practicing free throws and made 3 shots out of 10. 3:10 3 to 10 three to ten ratio: a comparison.
An in Depth Look at Ratios and Proportions and Their Applications.
Ratios and Proportions Unit 4, Lesson 7 peer.tamu.edu/NSF_Files/Ratios%20and%20Proportions.ppt‎
3.4 Ratios & Proportions Ratios & Proportions Goals / “I can…”  Find ratios and rates  Solve proportions.
Wheels, Wheels, Wheels!. Have you ever thought about the size of wheels and the distance traveled for each rotation?
ratio percent Write fractions as percents and percents as fractions.
Ratios and Proportions. What is a Ratio? A ratio is a comparison of two numbers. Ratios can be written in three different ways: a to b a:b Because a ratio.
Ratios Using Data. Ratio is a comparison of two numbers, Usually written as a fraction a/b, where a and b are the numbers First number in the numerator.
Rates and Ratios. Ratios and Rates ratio – a comparison of two numbers by division written in several different forms.
Ratios! Station SIX DIRECTIONS: Determine the correct answers when comparing numbers in ratio form. Converting: Fraction ratio percentage decimal.
Ratios & Proportions Tutorial 6e Ratios In mathematics, a ratio compares two numbers using division. For example, the ratio of 12 dog owners in class.
Ratios & Rates of Change Chapter 11, Section 2, 3, 4.
Solving Proportions 4-2 Bell work: Find two ratios that are equivalent to each given ratio , ,
Starter activity 60/80 7/21 21/70 90/ /480
I see a little girl and a ball in a car.. See the airplane and the little horse.
It is a way of writing and making a numerical comparison between two or more quantities 8 to 5 What is ratio? 3:5 1:2:5:4.
Rates, Ratios, Proportions & Unit Rate By Colin C.
Comparison by Division of Two Quantities A proportional comparison in which one quantity can be described as a ratio of the other.
Ratio and Proportions. A "ratio" is just a comparison between two different things. Suppose there are thirty-five people, fifteen of whom are men, what.
Eat you to in box Put the dog in the car. The cat is in the house. The big dog is in the box. I can eat bananas. You can go in the car.
Using Tape Diagrams to Solve Ratio Problems. Learning Goal: I can solve real-world ratio problems using a tape diagram.
Students will be able to : Identify the similarities and differences between rates and ratios Make links between rates and ratios, and direct proportion.
Using Tape Diagrams to Solve Ratio Problems © Hall's Happenings.
Part 1: Concrete Models Tape Diagrams
BY:DESHAWN DEAN. Vocab.  Ratio  Proportion  Rate.
Ratio and Proportions. Definition RATIO RATIOis a comparison between two different thingsEXAMPLE: Suppose there are thirty-five people, fifteen of whom.
Equivalent Ratios Problem Solving
Fraction of black hearts Fraction of yellow triangles.
December 19, 2012 Please get out a pencil and your notes journal, and clear your desk. Please be ready as soon as the bell rings!!!!
I like this robot. It is red. this / that. I like that robot. It is red. This / that.
Brought to you by: Mr. Torres. Fractions, Decimals & Percents Ratios and Unit Rates ProportionsTry My Luck!
Understanding Proportion. Ratio A ratio is the comparison of two numbers by division. A classroom has 16 boys and 12 girls. Also written as16 boys, 16:12.
S IMILARITY Day 1: Ratios and Proportions. 7.1 F ORMS OF R ATIOS Essential Question: What are the important things to remember when using ratios?
Ratios and Unit Rates. Today’s Objective Use ratios and unit rates to model, describe and extend problems in context.
P ROPORTIONS AND R ATIOS EQ: How can finding equivalent ratios help us solve proportions?
Vocabulary ratio: a comparison of two numbers through division often expressed as a fraction. Proportion: An equation that states that two ratios are equal.
Ratio and Proportion Most of the power point was taken from  Instructions  Read and work through.
Ratios and Rates. ratio – A ratio is a comparison of two or more quantities. Ratios may be written in colon form ( 1:2 ) or in fraction form ( 1/2 ).
Holt Algebra Rates, Ratios, and Proportions Warm Up Solve each equation. Check your answer. 1. 6x = m = y =18.4 Multiply. 6.7.
Chapter 3-9 Proportions –pgs M5:Solve problems involving rates.
FSA Practice Problems Ratios and Rates – 6 th Grade Examples MAFS6RP 1.1,1.2 and 1.3.
Section 3.8 Ratios & Rates Made Easy Mr. Beltz & Mr. Sparks.
AGENDA 10/27/2015 (43 MIN) Prelude (15 min) Lesson (20 min) Synthesis (8 min)
RATIOS.
RaTEs, RATIO & propORTION
Ratios introduction.
Ratio Practice Name ____________________Date ________________
Unit 6: Ratios: SPI : Solve problems involving ratios, rates, and percents Remember to have paper and pencil ready at the beginning of each.
Ratios, Rates, and Proportions
Unit 4 Year 2 – Part B Lesson 1.
Opening Activity Flutes: Milk Cartons: Drums: Sandwiches:
60 MINUTES REMAINING.
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.
Presentation transcript:

NS 1.3

CST problems

remember Ratios A ratio is a comparison of two things…. - boys to girls - cats to dogs - ears to robots and can be written as a fraction.

Mr. Hansen can correct 8 papers in 6 minutes. How many papers can he correct in 30 minutes? What is being compared? Write it as a ratio. Make another ratio with the remaining information. Solve the proportion. x = 40

A monkey can eat 30 bananas in 7 days. How many will he eat in 35 days? What is being compared? Write it as a ratio. Make another ratio with the remaining information. Solve the proportion.

A car company can make 20 black cars for every 35 red cars. How many red cars do they make if they produce 36 black cars? What is being compared? Write it as a ratio. Make another ratio with the remaining information. Solve the proportion.

Mr. Hansen can correct 5 papers in 9 minutes. How many can he correct in 45 minutes?

released CST question

A company can make 18 blue cars and 24 gray cars in a day. How many gray cars will they make if they produce 30 blue cars?