Homework: Maintenance Sheet Due Friday 

Slides:



Advertisements
Similar presentations
Scientific Notation Part I 8 th Grade Math By Mr. Laws.
Advertisements

WARM UP WRITE THE NUMBER IN DECIMAL FORM 1.5 x x WRITE IN SCIENTIFIC NOTATION 1.99,
Scientific Notation and Standard Form
Objectives: (1) To write a number in scientific notation. (2) To perform calculations with numbers written in scientific notation.
Bell Work3/23/15 Define the following : – Accuracy – Precision – Scientific Notation.
Appendix:A.2 Exponents and radicals. Integer Exponents exponent base.
1. Scientific Notation Every positive number X can be written as:
Integer Exponents 8 th Grade. Simplify Negative Exponents.
Copyright © 2012, 2009, 2005, 2002 Pearson Education, Inc. Section 5.2 Negative Exponents and Scientific Notation.
SOL’s Covered: Topics: Exponents Negative Exponents Scientific Notation (positive exponent AND negative exponent) Fractions, Decimals, Percents Perfect.
SCIENTIFIC NOTATION. Convert to scientific notation       Convert to standard notation  1.92 X 10 3 
????????? x x x x x What do the numbers to the left have in common? They all start with a number.
Scientific Notation Part II Multiplying and Dividing
SCIENTIFIC NOTATION Expressing a quantity as: a number between 1 and 10 multiplied by 10 to the appropriate power.
You need: Pencil AP log Agenda All other materials should be on the floor or in a desk.
8.1: Zero and Negative Exponents 8.2: Scientific Notation To simplify expressions with zero and negative exponents to write numbers in scientific and standard.
Scientific Notation for big numbers ex = x places single digit from 1 to 9 power of ten The number of places the decimal shifts determines.
Course Scientific Notation Multiplication in Scientific Notation The number 123,000,000,000 in scientific notation is: 1.23 x Rules for Multiplying.
Do Now ▪ Pull out a loose sheet of paper ▪ Write your name, the date, and the class period at the top ▪ Sit in your seat and wait silently for the bell.
The precision of all measuring devices is limited! Because of this limitation, there are a limited number of digits that can be valid for any measurement.
SCIENTIFIC NOTATION LESSON 19.
Turn in your maintenance sheet
R-6 How are Exponents & Radicals Simplified?
Convert scientific notation to standard notation
Homework: Maintenance
Step 2: put into their own words Step 3: Illustration/example
Do Now: Raul made Table 1 on the left. Rita made Table 2
Apply the power of a product property to a monomial algebraic expression
Scientific Notation.
Homework: Maintenance Sheet *
Using R.A.C.E: How do you write x 10-4 in scientific notation?
Exponents and Scientific Notation
SCIENTIFIC NOTATION.
Standard and Scientific Notation
Properties of Exponents
Scientific Notation.
Applying Exponent Rules: Scientific Notation
Objective The student will be able to:
Write in Notebook: Try to Answer 1-4 Scientific Notation
How wide is our universe?
Scientific Notation.
Unit 1: Matter & Measurement
Using R.A.C.E: How do you Write in scientific notation?
Scientific Notation CP Chemistry.
W.A.M. 5.4 x 108 is ________________
*Maintenance Sheet 8.5 Due Friday *Please complete Thursday’s Sub Work
Simplify the following
Scientific Notation Objective: Students will read and write numbers in
Scientific Notation.
Do Now Glue in Adding & Subtracting in Scientific Notation sheet into to MSG (Keep this out – we are going to fill it in) Take out homework from Monday.
Writing in Scientific Notation
Standard Notation to Scientific Notation
W.A.M. (Writing About Math) Select one of three sets of words: > Choose the word you think is different > Write two or three sentences explaining why.
5.4 Scientific Notation.
A short form of writing very large or very small numbers
Chapter 4-8 Scientific Notation
5.1 - Scientific Notation & Units
What are the characteristics of Rational and Irrational?
Learning Target: Rules of Exponents
Homework: maintenance sheet due Friday
NO TALKING!!!! Homework Check: maintenance Sheet 8.2 r =7 7 x =
Task 3: Test Analysis Comprehensive Test 2
Scientific Notation.
Learning Target: Rules of Exponents
Task 3: Test Analysis Comprehensive Test 2
Warm-Up 9/9/13 Write down the following pairs of numbers:
HW: Maintenance Sheet 5R *Due Friday
Lesson Day 2 – Teacher Notes
Lesson Day 2 – Teacher Notes
Unit 1 Day 3 Rational Exponents
Presentation transcript:

Homework: Maintenance Sheet Due Friday  297 ft3

Perfect Squares and Cubes

2 minute talks 1. 5.2 x 10-5 = 0000052 Explain what I did wrong and correct the error. 2. 5.2 x 105 = 5,200,000 3. 92,924 = 9.2924 x 105

Learning Target: EE3 Scientific Notation MSE8.EE.1 Know and apply the properties of integer exponents to generate equivalent numerical expressions. For example, 32 × 3(–5) = 3(–3) MSE8.EE.3 Use numbers expressed in the form of a single digit times an integer power of 10 to estimate very large or very small quantities, and to express how many times as much one is than the other. For example, estimate the population of the United States as 3 × 108 and the population of the world as 7 × 109, and determine that the world population is more than 20 times larger. I can represent very small and large numbers using integer exponents and scientific notation?

Estimating Length Using Scientific Notation Pre-Assessment Error Analysis (based on the Pre-test) In your group “discuss” the following common issue questions (3-5 minutes) Scientific to decimal notation What does 10-1 mean? How can you check your answer is correct? What is scientific Notation Have any of these numbers been written in scientific notation? Explain why or why not. 20 x 10-2 0.6 x 104 5 x 103

Estimating Length Using Scientific Notation Pre-Assessment Error Analysis (based on the Pre-test) In your group “discuss” the following common issue questions (3-5 minutes) Effects of negative exponents In scientific notation, which has a bigger effect on the size of a number, the coefficients or the exponent? Explain? Is 104 bigger than 10-4? Size Rankings How do you know which measurement is the smallest or biggest? .04 .4

Using your white board or remote: Which number is Bigger? 30,000 × 10−1 B 3 × 103 C 0.3 × 104 Why did you choose that expression?

Reasoning/Did you know???? Which expression did you use to work out the number? Did you check all three expressions? These expressions all represent the same number. What number is that? 3000 How can you justify that all three expressions are the same?

Which of these three are written in scientific notation Which of these three are written in scientific notation? How do you know? A 30,000 × 10−1 B 3 × 103 C 0.3 × 104

Using your white board: Which number is greater? 8 × 10−3 B 4 × 10−1

Pair up with another students who has the same answer as you? 8 × 10−3 4 × 10−1 Now discuss with your partner, how much greater your chosen number is than the other number?

Learning Target: EE3 Scientific Notation I can represent very small and large numbers using integer exponents and scientific notation?

Learning Target: EE3 Scientific Notation I can represent very small and large numbers using integer exponents and scientific notation?