Warm Up There are 36 students participating in the math challenge teams this year. There is an even number of teams. The teachers want the greatest number.

Slides:



Advertisements
Similar presentations
Double Digit X Single Digit Multiplication There are 89 jellybeans in each jar. How many jellybeans are there in all? Tens Ones X I know.
Advertisements

4.1 Friendly Numbers SRB 22.
Division Student Sample. What does it mean to divide? Division can be used to find how many are in each group when an amount is shared equally. This is.
Long Division by One-Digit Numbers.
I can use multiple strategies to divide whole numbers of 4-digit dividends with 1-digit divisors with remainders. 4.M.NBT.06.
Division Algorithms By: Jessica Nastasi.
The Steps in Long Division
Lesson 6.4 Expressing and Interpreting Remainders Math Message: Three students share 13 sticks of gum. How many sticks of gum does each student get if.
Today our topic of discussion will be: Division by 2 digit divisors
Addition Subtraction Multiplication Division
Prerequisite Skills VOCABULARY CHECK. Prerequisite Skills VOCABULARY CHECK 1. The result of adding two or more numbers is a ?. 2. The result of dividing.
Whole Numbers How do we use whole numbers to solve real-life problems?
Division Student Sample. What does it mean to divide? Division can be used to find how many are in each group when an amount is shared equally. This is.
division algorithm Before we study divisibility, we must remember the division algorithm. r dividend = (divisor ⋅ quotient) + remainder.
Decimals.
Lesson  Your teacher gave you a fraction card.  Draw a model of the fraction.  Here’s one example:  Describe what your fraction means. The.
Lesson 5-6 Example Find 312 ÷ 8. Use short division. Step 1Look at the first digit in the dividend. Since the divisor is greater than the first digit,
Partial Quotient Method In this division algorithm the children record on the right side of the problem. The first thing they do is divide. They ask themselves.
Math 5 Dividing Decimals Instructor: Mrs. Tew Turner.
Dividing Decimals Module 5 Lesson 4 GET READY TO WRITE NOTES.
Beginning of the Year Math Review Houghton Mifflin ©2005.
294 ÷ 14. Look at the division problem.  The divisor, 14, can be divided into the first two digits of the dividend, 29, since you can get groups of 14.
Unit 5 Lesson 2 Inverse Operations Copyright © 2010 Kelly Mott.
Unit 5 Lesson 3 Fact Families Copyright © 2010 Kelly Mott.
DIVISION. Standards G4.1M.C2.PO4A. Use multiple strategies to divide whole numbers using 4-digit dividends and divisors from 1 to 12 with remainders.
Core Focus on Decimals & Fractions Lesson 2.3. Warm-Up × 5 = 2.21 × __ = Maria split 20 cookies evenly on plates 4 for her friends. How many.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 3–9) Main Idea and Vocabulary Example 1:Divide Multiples of 10 Example 2:Divide Multiples of.
Division by a 1-Digit Number How many candies will each girl receive? Divide 6 candies into 3 girls. Intro 2 candies.
Core Focus on Decimals & Fractions Lesson 2.4. Warm-Up ÷ 6 = ÷ 4 = 3. Karina made 293 cookies for a sale. She put 8 cookies on each plate.
Math 5 Division (1 digit divisor) Instructor: Mrs. Tew Turner.
Third Grade EOG Math Review Goal 1: Numbers and Operations.
Bell Ringer
Dividing larger Numbers
Addition Subtraction Multiplication Division
Math 6 Fluently Dividing Multi-Digit Numbers Using Base Ten Blocks
Addition Subtraction Multiplication Division
Students will know that…
3 Chapter Numeration Systems and Whole Number Operations
Division 5 Vocabulary.
This number model shows ten groups of ten
Addition Subtraction Multiplication Division
Division Page 87 – 119.
Addition, Subtraction, Multiplication and Division
Estimating quotients with greater dividends
Patterns and Estimating Quotients
5th Grade Student Study Guide Part II
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
CCSSM Stage 1 Companion Text
Mad Minute We are going to begin each lesson with a Mad Minute over our 6’s and 7’s Multiplication Facts. We will practice Monday-Friday before we begin.
Division by One Digit Divisors
Mad Minute We are going to begin each lesson with a Mad Minute over our 6’s and 7’s Multiplication Facts. We will practice Monday-Friday before we begin.
Addition Subtraction Multiplication Division
Warm-up 40% of $5 = ____ Please have your homework on your desk
Division by One Digit Divisors
Long Division.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Chapter 5: Divide Decimals
Addition Subtraction Multiplication Division
Long Division by One-Digit Numbers.
BASIC MATH.
Long Division by One-Digit Numbers.
Warm Up Azzam was packaging candy in bags for his classmates. He put 8 pieces of candy in each bag and had 20 classmates. Azzam’s dad said he could keep.
Warm Up Problem Lily used 12.6 gallons of gasoline to driver her car on a weekend trip. She averaged 21.5 miles per gallon. About how many miles did.
Warm Up The students at West Elementary School were having a bake sale with pre-orders. 153 people ordered brownies. If each pan of brownies makes 12.
Patterns and Estimating Quotients
Making sense of division
Division of Large Whole Numbers
Division Vocabulary Review.
Long Division.
Unit 1: Number System Fluency
Presentation transcript:

Warm Up There are 36 students participating in the math challenge teams this year. There is an even number of teams. The teachers want the greatest number of teams possible with at least 5 students per team. How many teams are there?

Modeling Division with 2-Digit Divisor

Key Vocabulary 42 ÷ 8 = 5 R 2 Divisor Remainder Dividend Quotient Dividend – the number to be divided; the number of items Divisor – the number that divides the dividend; the number of groups Quotient – the number, not including the remainder, that results from dividing; the number of items in each group Remainder – the amount left over when the number cannot be divided evenly Divisor Remainder 42 ÷ 8 = 5 R 2 Dividend Quotient

Mrs. Canton realized she added 2,142 miles to her car’s mileage in two weeks. If she drove the same amount each day, how many miles did she drive on a given day? Discussion: What are we asked to determine in this story problem?

We are going to model solving this problem using Base Ten Pieces = thousands = = hundreds = Remember??!!?? = tens = = ones =

To model this, Joe used base-ten pieces To model this, Joe used base-ten pieces. He started with 2 base-ten cubes (thousands), 1 base-ten flat (hundreds), 4 base-ten rods (tens), and 2 base-ten blocks (ones) (shown here using place value drawings).              

Joe knew Mrs. Canton traveled on 14 days so he has to split the 2,142 miles into 14 groups.

Joe realized that the two thousands could not be divided evenly by the 14 days so he traded them for hundreds.   Now Joe has 21 hundreds, 4 tens and 2 ones.   Joe saw that he could distribute one hundred to each day. Meaning Mrs. Canton drove at least 100 miles a day.

Day 1 Day 2 Day 4 Day 3 Day 5 Day 6 Day 7 Day 8 Day 9 Day 10 Day 11 Day 12 Day 14 Day 13

Now Joe has 7 hundreds, 4 tens and 2 ones to distribute. Joe realized that the 7 hundreds could not be divided evenly by the 14 days so he traded them for tens. Joe saw that he could distribute 5 tens to each day. Meaning Mrs. Canton drove at least 150 miles a day.

Day 1 Day 2 Day 4 Day 3 Day 5 Day 6 Day 7 Day 8 Day 9 Day 10 Day 11 Day 12 Day 14 Day 13

Now Joe has 4 tens and 2 ones. Joe realized that the 4 tens could not be divided evenly by the 14 days so he traded them for ones. Joe knows distributes one to each day until he has distributed all of the ones. He distributes 3 ones to each day and has no ones leftover. This means 42 ÷ 14 = 3.

Day 1 Day 2 Day 4 Day 3 Day 5 Day 6 Day 7 Day 8 Day 9 Day 10 Day 11 Day 12 Day 14 Day 13

Joe checks to see than an equal amount of miles has been distributed to each day and sees that Mrs. Canton drove 153 miles each day.     This means 2,142 ÷ 14 = 153.

How can we check to make sure our quotient is correct? 153 x 14 = 2,142 Open up your Focus Lesson Notebook and find….. Day 8, “2-Digit Divisor Practice” (or use the following slide) 

2-Digit Divisor Practice Directions: Model each problem using base-ten pieces. Record your work in the space provided using place value drawings. Use the other box to check the quotient using multiplication. 935 ÷ 11

2-Digit Divisor Practice Directions: Model each problem using base-ten pieces. Record your work in the space provided using place value drawings. Use the other box to check the quotient using multiplication. 1,230 ÷ 15

2-Digit Divisor Practice Directions: Model each problem using base-ten pieces. Record your work in the space provided using place value drawings. Use the other box to check the quotient using multiplication. 1,504 ÷ 16

2-Digit Divisor Practice Directions: Model each problem using base-ten pieces. Record your work in the space provided using place value drawings. Use the other box to check the quotient using multiplication. 1,932 ÷ 12