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41 Divisibility Rules

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The student will use whole number factors to describe the relationships between ... If the digit in the ones place is 0. Ex. 790 ends in 0 so it is divisible by 10 ... – PowerPoint PPT presentation

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Title: 41 Divisibility Rules


1
4-1 Divisibility Rules
  • Created by
  • Leslie Lause
  • Owensville Middle School
  • 7th grade Mathematics

2
Objectives
  • MA-NO-1-D-07
  • General Objective
  • The students will classify and describe numeric
    relationships.
  • Specific Objective
  • The student will use whole number factors to
    describe the relationships between and among
    numbers.

3
Career Areas
  • Landscape gardeners often arrange plants in rows
    to display them in an efficient and pleasing way

4
Concept Map

5
Video

6
Factor
  • Numbers that go into another number evenly.
  • Example
  • Factors of 24 1,2,3,4,6,8,12,24
  • Factors of 8 1,2,4,8
  • Factors of 100 1,2,4,5,10,20,25,50,100

7
Rules to check the divisibility of a number
  • Divisibility rule of 2
  • Number ends in an even number
  • 0,2,4,6,8
  • Divisibility rule of 3
  • Sum of all digits is divisible by 3
  • Example
  • 2132136
  • 632
  • 3 is a factor of 213

8
Rules to check the divisibility of a number
  • Divisibility rule of 4
  • If the last 2 digits are divisible by 4.
  • Example
  • 232 32 ? 4 6
  • 4 is a factor
  • 1273 73 ? 413.25
  • 4 is not a factor
  • Divisibility rule of 5
  • If the last digit is a 5 or a 0, then the value
    is divisible by 5.
  • Example
  • 1,256 5 is not a factor
  • 58,320 5 is a factor

9
More divisibility rules
  • Divisibility rule for 6
  • If the number is divisible by both 2 and 3
  • Examples
  • 342 is even and 3429 so it is divisible by 6
  • Divisibility rule for 8
  • If the last 3 digits are divisible by 8
  • Examples
  • 1,232232 ?8 29
  • 8 is a factor

10
Even More divisibility rules
  • Divisibility rule for 9
  • If the sum of the digits is divisible by 9
  • Ex. 531 , 5319 so 531 is divisible by 9
  • Divisibility rule for 10
  • If the digit in the ones place is 0
  • Ex. 790 ends in 0 so it is divisible by 10

11
On-line activities

12
Assessment
  • Glencoe Mathematics
  • Applications and Connections
  • course 2
  • Pg 135 12-32 even

13
Works Cited page
  • Glencoe Mathematics
  • Applications and Connections
  • course 2
  • http//www.learnalberta.ca/Launch.aspx?content2f
    content2fmesg2fhtml2fmath6web2fmath6shell.html
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