Jim's Math Corner

by James W. Leonardi

Division

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PLACE VALUE NAMES

This will help us learn how write a number in the word form. The free download below will also help us learn to write the word form in numerical form.

This page also teaches us how to expand a number. This gives us a better understanding of the make up of a number.

PLACE VALUE NAMES

 
LLLLLLLLLLLLLllllllllllllllllLLLby James W. Leonardi  

1

                           

0

1

                         

0

0

1

                       

0

0

0

1

                     

0

0

0

0

1

                   

0

0

0

0

0

1

   

1

1

1

1

1

1

 

0

0

0

0

0

0

1

.

10

100

1000

10000

100000

1000000

 

106

105

104

103

102

101

100

 

10-1

10-2

10-3

10-4

10-5

10-6

 

M

H

T

T

H

T

O

D

T

H

T

T

H

M

 

i

u

e

h

u

e

n

E

e

u

h

e

u

i

 

l

n

n

o

n

n

e

C

n

n

o

n

n

l

 

l

d

 

u

d

   

I

t

d

u

 

d

l

 

i

r

T

s

r

   

M

h

r

s

T

r

i

 

o

e

h

a

e

   

A

 

e

a

h

e

o

 

n

d

o

n

d

   

L

 

d

n

o

d

n

 
   

u

d

         

t

d

u

 

t

 
 

T

s

           

h

t

s

T

h

 
 

h

a

             

h

a

h

   
 

o

n

               

n

o

   
 

u

d

               

d

u

   
 

s

                 

t

s

   
 

a

                 

h

a

   
 

n

                   

n

   
 

d

                   

d

   
                       

t

   
                       

h

   
Our Example (numerical to words):      

7,

9

0

3,

4

2

5

.

9

0

4

6

8

3

 

7,

9

0

3,

4

2

5

.

9

0

4

6

8

3

Numerical Form
Seven million, Written Form

Write only the numbers under the columns that has a thousand in its name (green column numbers), then add the word thousand after it as shown below.

7,

9

0

3,

4

2

5

.

9

0

4

6

8

3

Numerical Form
Seven million, nine hundred three thousand, Written Form
 
CAUTION: Do NOT read nine hundred AND three.  

Read the next three columns --- labeled hundred twenty-one.

7,

9

0

3,

4

2

5

.

9

0

4

6

8

3

Numerical Form
Seven million, nine hundred three thousand, four hundred twenty-five Written Form
 
CAUTION: Do NOT read four hundred AND twenty-five.  

For the decimal we say the word "and".

7,

9

0

3,

4

2

5

.

9

0

4

6

8

3

Numerical Form
Seven million, nine hundred three thousand, four hundred twenty-five and Written Form
 

For those digits following the decimal, read the number as if the decimal was not there --- nine hundred four thousand, six hundred eighty-three. Since the last digit (3) is in the millionth column, add the word millionth after it. Write as shown below.

llllll nine hundred four thousand, six hundred eighty-three millionth.

Let's write the number without the coloring as shown below.

lllllllllSeven million, nine hundred three thousand, four hundred twenty-five and nine hundred four thousand, six hundred eighty-three.

Expanding Our Number

The number of zeros is equal to the exponent.

Our example shall be the number above: 7,903,425.904683

7

x

106

=

7,

0

0

0,

0

0

0

              7 followed by 6 zeros

+

9

x

105

=

 

9

0

0,

0

0

0

              9 followed by 5 zeros

+

0

x

104

=

   

0

0,

0

0

0

              equal to zero

+

3

x

103

=

     

3,

0

0

0

              3 followed by 3 zeros

+

4

x

102

=

       

4

0

0

              4 followed by 2 zeros

+

2

x

101

=

         

1

0

              2 followed by 1 zero

+

5

x

100

=

           

5

              5 followed by no zeros

+

9

x

10-1

=

           

0.

9

            no zeros between 9 and decimal  +

0

x

10-2

=

           

0.

0

0

          equal to zero  +

4

x

10-3

=

           

0.

0

0

4

        2 zeros between 4 and decimal

+ 

6

x

10-4

=

           

0.

0

0

0

6

      3 zeros between 6 and decimal  +

8

x

10-5

=

           

0.

0

0

0

0

8

    4 zeros between 8 and decimal

 +

3

x

10-6

=

         

+

0.

0

0

0

0

0

3

  5 zeros between 3 and decimal

+ 

       

7,

9

0

3,

4

2

5.

9

0

4

6

8

3

  Sum equals our original number  
l
This should help those who just needed a review or a jump start for the "A" student. If you are like most of us, you will need a more in-depth study and more examples. I have kept the price down so everyone who needs help can afford it. For more in-depth FREE help download this file (in word 97 format).