Class 6, September 22, 2015 Lessons 1.6 & 1.7.  By the end of this lesson, you should understand that: ◦ The magnitude of large numbers is seen in place.

Slides:



Advertisements
Similar presentations
Ratios & Proportions, Modeling, Number & Quantity by Chris Pollard, Stephanie Myers, & Tom Morse.
Advertisements

7.RP - Analyze proportional relationships and use them to solve real-world and mathematical problems. 1. Compute unit rates associated with ratios of.
MCC 7.EE.1 Apply properties of operations as strategies to add, subtract, factor, and expand linear expressions with rational coefficients. MCC 7.EE.2.
Welcome to Math 6 +- x Review of Lessons The Connector… Let’s review each of the skills we learned since Lesson 12 and go over the key points again.
Lesson Starter Look at the specifications for electronic balances. How do the instruments vary in precision? Discuss using a beaker to measure volume versus.
Lesson 8-1 Multiplying Monomials. Mathematics Standards -Number, Number Sense and Operations: Explain the effects of operations such as multiplication.
Proportion Ratio: A comparison of two numbers or two like quantities by division Rate: A ratio that compares quantities of different units Equivalent Ratios:
Misunderstood Minds 1.
Longfield Primary School Year 6 SAT Evening Maths November
1. 2 INSTRUCTIONAL STRATEGIES FOR TEACHING QUANTITATIVE PROBLEM SOLVING LESSON GOALS  Perform addition, subtraction, multiplication, and division on.
Objectives Distinguish between accuracy and precision. Determine the number of significant figures in measurements. Perform mathematical operations involving.
Unit 3 We are learning to use a linear model to examine part-whole relationships and their connection to percents. We are developing strategies to find.
Algebra 1 Notes: Lesson 8-5: Adding and Subtracting Polynomials.
Big Ideas Differentiation Frames with Icons. 1. Number Uses, Classification, and Representation- Numbers can be used for different purposes, and numbers.
Percents, Fractions, and Decimals Finding a Percent of a Number Lessons 6.6 & 6.7.
LevelGrade FGrade EGrade DGrade CGrade B Shape Space Measure I can match a fractions to a diagram that has been divided into the right number of parts.
2nd Quarter Math Standards Numbers Base Ten 4.NBT.6 Finding whole number quotients with remainder up to four by one digit (Focus: with/without remainder,
Write an integer for each situation. 1. stock market down 56 points
Course 2, Lesson 2-6 Find each percent of change. Round to the nearest whole percent if necessary. State whether the percent of change is an increase or.
Unit 4 We are simplify expressions on an expression mat to determine which of them is greater. CC2:
Comparison by Division of Two Quantities A proportional comparison in which one quantity can be described as a ratio of the other.
Course 2, Lesson 4-6 Use the draw a diagram strategy to solve Exercises The Rockwells have driven 180 miles, which is about of the way to their.
Class 7, September 24, 2015 Lessons 1.8 & 1.9.  By the end of this lesson, you should understand that: ◦ Percentages involve a numerator (comparison.
Class 11, October 8, 2015 Lessons 2.4 & 2.5.  By the end of this lesson, you should understand: ◦ The scale on graphs can change the perception of the.
Preview Lesson Starter Objectives Accuracy and Precision Significant Figures Scientific Notation Using Sample Problems Direct Proportions Inverse Proportions.
Adding & Subtracting with Scientific Notation Doing operations with numbers written in scientific notation.
M4N1 Students will further develop their understanding of how whole numbers are represented in the base-ten numeration system.
ACTion for Mathematics-ASPIRE. Background The math assessment was developed to reflect students’ knowledge and skill accumulation over time; capturing.
Proportions Lesson 6-3. A proportion is an equation stating that two ratios are equivalent. Determine if the quantities in each pair of rates are proportional.
Class 13, October 15, 2015 Lessons 2.7 & 2.8.  By the end of this lesson, you should understand that: ◦ Each statistic—the mean, median, and mode—is.
Class 2, January 28, 2016 Lesson 5.2: Millions, Billions, or Trillions?
GRE QUANTITATIVE REASONING. Quantitative Reasoning Overview Tests your ability to read, understand, and solve math problems Questions related to Math,
NUMBERS AND OPERATIONS Kylie Sampson, Haley Fischer & Liz Sanders.
Functions: Multiple Representations Mrs. Tammy L Jones Mike Brown
Class 25, December 1, 2015 Lesson 4.4.  By the end of this lesson, you should understand that: ◦ Using algebra to generalize calculations is a valuable.
Class 9, October 1, 2015 Lessons 2.1 & 2.2.  By the end of this lesson, you should understand that: ◦ Population density is a ratio of the number of.
HOW is percent used to solve real-world problems? Ratios and Proportional Relationships Course 2, Inquiry Lab before Lesson 2-3.
Class 17, October 29, 2015 Lesson 3.2.  By the end of this lesson, you should understand that: ◦ Units can be used in dimensional analysis to set up.
Change to scientific notation: A. B. C. 289,800, x x x
Equations & Expressions Toy Trains!. Teacher Stuff Grade 7 Expressions & Equations 7.EE.3 Solve multi‐step real‐life and mathematical problems posed with.
Name the property shown by each statement. 1. a + (b + c) = (a + b) + c 2. 3(ab) = (ab)3 3. z + y + 0 = z + y 4. 7 h 0 = 0 5. Dance lessons cost $100 per.
TRIGG COUNTY MIDDLE SCHOOL. 6 th Grade Reading Standard% of Students scoring 80% or higher.
TEERAWIT TINPRAPA M.Ed(mathematics education).  Pre-K-2  Grades 3-5  Grades 6-8  Grades 9-12.
To explain what something means.
Use with Lesson X Standard X.XX.X Common Core State Standards © Copyright National Governors Association Center for Best Practices and Council of.
Module 2 – Lessons 3 & 4 Lesson Topic: Interpreting and Computing Division of a Fraction by a Fraction – More Models Lesson Objectives: I can… Use fraction.
Compare and Contrast equations and expressions using vocabulary
Evaluate each expression if a = 3, b = 7, and c =
How can you use numbers and symbols to represent mathematical ideas?
Scientific Notation.
Write each decimal as a fraction or mixed number in simplest form.
High School – Pre-Algebra - Unit 4
Focus on Expressions and Equations
Using R.A.C.E: How do you write x 10-4 in scientific notation?
Progression Expression & Equation (with a focus on grade 6-8)
Scientific Notation with Negative Powers of 10
10.6 Bellringer Writing to Win: Either Or: Which is more difficult to identify rational numbers or irrational numbers? Explain.
Please work quietly while I record attendance
Rational and Irrational Numbers
Writing to Win: Either Or:
Comparing and Scaling Develop students ability to make intelligent comparisons of quantitative information using ratios, fractions, decimals, rates, unit.
Ratios involving complex fractions
Mathematical & Quantitative Reasoning Skills
Maths in Year7.
Lessons 7 & 8 Magnitude and Estimating Quantities
Homework Due Thursday Comprehensive Test 2 Friday
Lesson Day 2 – Teacher Notes
Lesson Day 2 – Teacher Notes
Section 12-3 Exponents & Multiplication
Homework Due Thursday Comprehensive Test 2 Friday
Presentation transcript:

Class 6, September 22, 2015 Lessons 1.6 & 1.7

 By the end of this lesson, you should understand that: ◦ The magnitude of large numbers is seen in place value and in scientific notation ◦ Proportions are one way to compare numbers of varying magnitudes ◦ Different comparisons may be needed to accurately compare two or more quantities

 By the end of this lesson, you should be able to: ◦ Express numbers in scientific notation ◦ Estimate ratios of large numbers ◦ Calculate ratios of large numbers ◦ Use multiple computations to compare quantities ◦ Compare and rank numbers, including those of different magnitudes (millions, billions, …)

 Main idea: ◦ Numbers can be compared in multiple ways  We have discussed the importance of having multiple strategies when working with numbers in several lessons already, especially in lessons that dealt with estimation strategies and methods of calculation.  In this lesson, we saw multiple ways to compare numbers, including: ◦ Percentages ◦ Fractions ◦ Ratios ◦ Multiples

 By the end of this lesson, you should understand that: ◦ The order of operations is needed to communicate mathematical expressions to others

 By the end of this lesson, you should be able to: ◦ Perform multi-step calculations using information from a real-world source ◦ Rewrite multi-step calculations as a single expression ◦ Explain the meaning of a calculation within a context

 Main idea: ◦ Quantitative reasoning requires skills in reading, interpreting, and using information  Main idea: ◦ Quantitative reasoning requires understanding skills—and their meaning—needed for calculations, including order of operations, and flexibility in calculation methods