Click mouse to begin program. FACTORs & mULTIPLES A Reinforcement Lesson

click mouse to begin program

FACTORs & mULTIPLES

A Reinforcement Lesson

• To the Students – the purpose of this program is to reinforce and test your understanding of both factors and multiples, two very common terms you will use often in math.

• To the Teacher – your job as facilitator will be to present each slide making sure students understand the directions as well as facilitate any class discussions during the show.

click mouse to continue

• There are 4 different parts to this program. You will be asked to number down on your paper for each section when you come to it.

• You will be asked to write your answers on paper.

• When everyone is done with each slide’s question, just click the mouse for the answer.

~ Directions ~

Click the mouse to continue.

During the course of this slide show

you will see some “Just For Fun” slides where no answers are necessary.

Just click on them and enjoy!

If there are no questions, click mouse for “Part 1”.

• One other thing ~

Part 1

Number down on your paper from 1 – 16.

Click the mouse when everyone is ready to begin.

1

Part 1 factors and multiples – the first 3

To get started we’re going to do some easier exercises and work our way up.

For the first part of this program you will be asked to list the first 3 factors or

multiples for a given number. Then it’ll get more challenging.

And…you will need to know these symbols for later on:

< = less than > = greater than

Click the mouse for example #1

Example #1

List the first three factors for the #8.

Write you answers on your paper.

click for the answers

if there are no questions, click for the next example

1, 2 and 4

Example #3

click for the answersif there are no questions, click for the next example

Now list the first three factors for the #10.

1, 2, and 5

Examples #5 and #6


#5) List the first three factors of the #9.

1, 3, and 9

#6) List the first three multiples for the #9.

9, 18, and 27

Just For Fun slide #1

. . . . . . . . . click!

Click for the next slide

Example #9


List the factors of 36 that are > 8

9, 12, 18, and 36

Example #11


WATCH OUT! Read this carefully.

List the multiples of 7 that are > 21 AND at the same time < 59

28, 35, 42, 49 56

Here’s a hint

____ ____ ____ ____ ____and

Example #13


20, 25 and 50

List the factors of 100 that are < 77 and at the same time > 16

Example #16

click for the answersif there are no questions, click for “Part 2”

List the multiples of 9 that are > 34 and at the same time < 100

List the multiples of 9 that are > 34 and at the same time < 100

36, 45, 54, 63, 72, 81, 90, and 99

Part 2



2

Part 2 factors or not

Example #1

Write down the numbers inside the box that are factors of the number outside the box.


15 15, 1, 30, 2,6, 8, 3, 4,25, 45, 5, 10

Just For Fun slide #3

. . . . . . . . . click!

~ Just For Fun ~

The following is a real picture of an unusual cloud

formation.

click for the next example

Example #6


15, 8, 12, 2,6, 16, 13, 4,10, 3, 9, 30

35None of these

are factors

Write down the numbers inside the box that are factors of the number outside the box.

Part 3



3

Part 3 factors or multiples or both

Now for some “tougher stuff”…

Each example in Part 3 has eight answers to it.

You’ll have to write eight answers for each example.

The purpose of this section is to see if you now really understand the difference between factors and multiples.

You will find the directions on the next slide. Click when ready…

Example #1


Look at the number in quotes and the numbers below it. Tell whether the numbers below are a factor or a multiple or BOTH a

factor AND a multiple of the top number.

Write “F” if the number is a Factor, “M” if the number is a Multiple, “B” if it’s Both a factor and multiple or “N” if it’s Neither a factor or multiple.

“12”

6, 24, 5, 9, 3, 2, 36, 26

F, M, N, N, F, F, M, N

Example #6

click for the answers

F = factor M = multiple

B = both N = neither

14, 8, 6, 12, 1, 24, 48, 36

“24”

N, F, F, F, F, B, M, N

if there are no questions, click for Part 4

Part 4



4

Part 4 common multiples

Example #1

Let’s try something different. Look at the two numbers below and think of their

multiples. What would be the first lowest multiple they both have in common?


6 and 4the multiples of 6 are: 6, 12, 18, 24…

the multiples of 4 are: 4, 8, 12, 16…

You can see that the lowest multiple they both have in common is…12

Example #5

And one last one. This is pretty hard also. What would be the first lowest multiple

these three numbers have in common?

click for the answersif there are no questions, click for one last message

5, 6, and 10the multiples of 5 are: 5, 10, 15, 20, 25, 30…

the multiples of 6, are: 6, 12, 18, 24, 30…

the multiples of 10 are: 10, 20, 30, 40…

you can see you had to keep going to find the first common multiple for this example…30

Thank you for watching this preview.

The entire program has 58 slides in it and will help students reinforce their

knowledge of factors and multiples.

Many graphics and animations were NOT seen in this preview. You will see them in

the program.

For the entire program click the link below:

http://www.teacherspayteachers.com/Product/Factors-Powerpoint-with-Multiples-356643




The End

Written and Created

by David R. Filipek

Written and Created

by David R. Filipek

Copyright

© 2013

All rights reserved.

Documents

Click mouse to begin program. FACTORs & mULTIPLES A Reinforcement Lesson