Objective: Students will be able to multiply decimal numbers.

Slides:



Advertisements
Similar presentations
Multiplying Decimals 1. Multiply 2. Move the decimal.
Advertisements

Lesson 5-6 Example Example 2 Find 129 ÷ 9. Show the remainder. 1.Rewrite the problem in vertical format.
4-8 Example 2 Divide. Multiply to make the divisor a whole number.
Lesson 1-1 Example Example 1 Use a number line to graph the counting whole numbers greater than 2 and less than 9. 1.You are graphing whole numbers.
Multiplying and Dividing Decimals
Multiplying Decimals Cornell Notes.
Multiplying Decimals. Multiplying Decimals Notes Multiply as usual, ignoring the decimal points. Count how many total digits are to the right of the decimal.
Multiplying Decimals Unit 3.5 Pages x 320 = x 800 = 3.3,806 x 10 = 27, ,400 38,060 Warm Up Problems Multiply.
EXAMPLE 1 Multiplying Decimals by Whole Numbers Find the product
Finding a Percent of a Number Lesson 6-7. Using a Proportion Set up a proportion that uses the percent over 100. Cross multiply to write an equation.
Liberal Arts Math. Objectives  By the end of this lesson, you  Can multiply decimal numbers without the use of a calculator.
January 6, 2009Math 201 REVIEW:Converting fractions to decimals In a word…DIVIDE! Converting decimals to percents In two words…Place Value!
Multiplying and Dividing Decimals by 10, 100, and 1,000
Basic Math Skills Lesson 2: Reading and Writing Decimals p
Multiplication of Decimal Fractions
* A ratio is a comparison of two quantities by division. Ratios like 1 out of 2 can be written as 1:2, ½, or 1 to 2. * When ratios compare a number to.
Multiplying decimals. What is the answer to 0.26 x 0.6? In order to work this out you must be able to multiply the whole numbers together In fact do just.
Ordering Whole Numbers Lesson 1-2. Ordering Whole Numbers There are two ways to order whole numbers: 1._______________________________ 2._______________________________.
Multiply Decimals 1.Multiply as with whole numbers. 2.Count the total numbers in decimal place value for both factors 3.Place as many numbers of your FINAL.
You must follow the steps!
Improper Fractions, Mixed Numbers, and Decimal Numbers
Multiplication of Decimal Fractions STEPS : 1. Count the number of places BEHIND the decimals 2. Treat the problem like you are multiplying whole numbers.
Lesson 4-7 Example Example 1 Find 4.32 × Multiply the factors, ignoring the decimal points for now. 432 × 6 = 2592.
Solving Decimal Equations by x / ÷ Lesson 3-6. Basic Decimal Knowledge Decimal represented by . “Decimal places”  the digits that come AFTER the decimal.
Dividing a Decimal by a Decimal. Dividing Whole Numbers 12 ÷ 2 = 120 ÷ 20 = 1200 ÷ 200 = ÷ 2000 = Multiply both 12 and 2 by 10 Multiply.
Multiplying Decimals 6.NS.3 Fluently add, subtract, multiply and divide multi digit decimals using algorithms for each operation.
Multiplying Decimals Section (3 – 2). Vocabulary Product – means the answer to multiplying two or more numbers.
January 21, 2010Math 201 OBJECTIVE: Students will be able to estimate a a percent of a quantity AIM: How can we use rounding and mental math to help us.
Multiplying Whole Numbers Lessons Math Vocabulary multiply – to add a # to itself one or more times e.x = 10 OR 2(5) = 10.
Fraction – decimal Fraction – percent Decimal – fraction Decimal – percent Percent – decimal Percent – fraction.
♣Multiplying Decimals♣
1. Multiply 2. Move the decimal
Finding a Percent of a Number
Warm-up/Review.
Multiplying Decimals by Decimals
Multiplying and dividing decimals
1. Multiplying by 10,100,1000 Shortcut?S Add one 0 Multiply by 10
Name_____ 6__ Lesson 3 – Multiplying Decimals Nov_
Multiply Decimals.
Aim: What does it mean to say “a fraction of a fraction”?
Multiplying Decimals TeacherTwins©2015.
Objective: Students will divide integers.
Multiplying & Dividing by Powers of Ten
Multiplying and Dividing Decimals
Objective: Students will compare and order fractions.
Multiplying Decimals by Decimals
Find two factors that multiply to each of:
Aim: How can we remember the order of operations?
NYS Mathematics Standards: Prior Knowledge: Skip count by 2’s to 12
May 20, Class 201 OBJECTIVE: Students will be able to add and subtract mixed numbers with like denominators. AIM: How does our understanding.
OBJECTIVE: Students will solve multistep equations.
Objective: Students will add and subtract groups of integers.
NYS Mathematics Standards: 7.N.5, 7.N.6 Prior Knowlege: 100 = 101 =
Finding a Percent of a Number
Aim: How do we name parts of a fraction and what do they represent ?
January , Math 102 OBJECTIVE: Students will be able to solve one step inequalities and graph the solution on a number line AIM: How is.
Aim: How do number lines help us to understand absolute value?
March 1, Math 201 OBJECTIVE: Students will be able to use substitution to evaluate algebraic expressions, including exponents of one, two, or.
Objective: Students will learn how to add integers.
February 9, Math 102 OBJECTIVE: Students will be able to find a missing angle when given angles of a quadrilateral AIM: How do we use subtraction.
Objective - To multiply decimals.
Percents and Decimals Objective:
Review Mathematics Skills
January 14, Math 201 OBJECTIVE: Students will be able to compute the percent of a total and discounts AIM: How do we find the percent of a.
Objective: How do we understand the meaning of
Multiplying Decimals by Decimals
November Math 102 Objective: Students will be able to evaluate algebraic expressions Aim: How do we use substitution, along with order of operations,
When you multiply a number by ten, you just put on an extra zero.
Part Two: Introducing Percentages and Decimals
Presentation transcript:

Objective: Students will be able to multiply decimal numbers. December 21, 2009 Math 201 Objective: Students will be able to multiply decimal numbers. Aim: How do we know where to put the decimal point when we multiply decimal numbers? Prior Knowledge: Multiply 23 x 4 = 56 x 44 = 372 x 65 =

Mini-lesson: Example: 45 x .3 = Step 1: Write the problem vertically (up and down) Step 2: Multiply as if the numbers are whole numbers Step 3: Count the total number of decimal place values in the problem, then count them off from right to left.

Guided Practice: Example 2 35 x .46 = Step 1: Write the problem vertically (up and down) Step 2: Multiply as if the numbers are whole numbers Step 3: Count the total number of decimal place values in the problem, then count them off from right to left.

Example 3: 4.56 x .7 = Step 1: Write the problem vertically (up and down) Step 2: Multiply as if the numbers are whole numbers Step 3: Count the total number of decimal place values in the problem, then count them off from right to left.

On the handout, do the first 3 problems while I stop by your desk to answer any questions you may have. Homework: