In this lesson, we'll learn how to write numbers up to eight digits in words. We start by considering two-digit numbers.

Suppose we want to write the number 56 in words. We start by writing down its place value chart.

tens ones
\color{blue}5 \color{red}6

Now, we write the number in words as follows:

  • The number has \color{blue}5 tens, so we write "fifty," followed by a hyphen:

    \qquad "fifty-"

  • The number has \color{red}6 ones, so we add "six":

    \qquad "fifty-six"

Therefore, the number 56 written in words is fifty-six.

Watch Out! Don't forget to include the hyphen!

FLAG

The table below gives the spellings of all whole numbers from 1 to 20\mathbin{:}

Numbers 1 - 20
1 one 11 eleven
2 two 12 twelve
3 three 13 thirteen
4 four 14 fourteen
5 five 15 fifteen
6 six 16 sixteen
7 seven 17 seventeen
8 eight 18 eighteen
9 nine 19 nineteen
10 ten 20 twenty

The table below gives the spellings of all multiples of 10 up to 100\mathbin{:}

Tens
10 ten
20 twenty
30 thirty
40 forty
50 fifty
60 sixty
70 seventy
80 eighty
90 ninety
100 one hundred
FLAG

Write the number 81 in words.

EXPLANATION

To write a two-digit number (greater than 20 ) in words, we

  • write the tens part, followed by a hyphen

  • then, write the ones part.

Let's write down the place values of 81\mathbin{:}

tens ones
\color{blue}8 \color{red}1

Now, we write the number in words:

  • The number has \color{blue}8 tens, so we write "eighty," followed by a hyphen:

    \qquad "eighty-"

  • The number has \color{red}1 ones, so we add "one":

    \qquad "eighty-one"

Therefore, the number 81 written in words is eighty-one.

FLAG

The number $78$ written in words is

a
eighty-seven
b
seven-eighty
c
seventy-eight
d
eighty seven
e
seventy eight

The number $86$ written in words is

a
sixty-eight
b
ninety-six
c
eighty-seven
d
eighty six
e
eighty-six

Let's suppose we want to write the number 237 in words.

We start by writing down its place value chart:

hundreds tens ones
\color{blue}2 \color{red}3 \color{red}7

Now, we write the number in words:

  • The number has \color{blue}2 hundreds, so we write "two" followed by "hundred":

    \qquad "two hundred"

  • The number has \color{red}3 tens and \color{red}7 ones, so we add "thirty-seven":

    \qquad "two hundred thirty-seven"

Therefore, the number 237 written in words is two hundred thirty-seven.

FLAG

Write the number 607 in words.

EXPLANATION

To write a three-digit number in words, we

  • write the number of hundreds, followed by "hundred,"

  • then, write the tens and ones part.

Let's write down the place values of 607\mathbin{:}

hundreds tens ones
\color{blue}6 \color{red}0 \color{red}7

Now, we write the number in words:

  • The number has \color{blue}6 hundreds, so we write "six" followed by "hundred":

    \qquad "6 hundred"

  • The number has \color{red}0 tens and \color{red}7 ones, so we add "seven":

    \qquad "six hundred seven"

Therefore, the number 607 written in words is six hundred seven.

FLAG

The number $145$ written in words is

a
forty-five
b
four hundred fifty-five
c
four hundred fifteen
d
one hundred forty-five
e
one hundred forty-four

The number $403$ written in words is

a
four hundred thirty
b
four hundred three
c
three hundred four
d
four hundred thirteen
e
three hundred forty

Suppose we want to write 8,236 in words. Let's start by splitting the number into its so-called periods (parts of the number separated by commas):

\bbox[2pt,Gainsboro]{8},\bbox[2pt,Gainsboro]{236}

To express a four-digit number in words, we consider each period from left to right:

  • \bbox[2pt,Gainsboro]{8} has 8 ones only, and this digit is in the thousands place. So, we write "eight" followed by "thousand,":

    \qquad "eight thousand,"

  • \bbox[2pt,Gainsboro]{236} has 2 hundreds, 3 tens, and 6 ones. So, we add "two hundred thirty-six":

    \qquad "eight thousand, two hundred thirty-six"

Therefore, the number 8,236 written in words is eight thousand, two hundred thirty-six.

We can use the same method to write down any number with four, five, or six digits in words. Let's see another example.

FLAG

Write the number 32,042 in words.

EXPLANATION

Notice that the highest-value digit is in the ten-thousands place.

Let's start by splitting the number into its periods:

\bbox[2pt,Gainsboro]{32},\bbox[2pt,Gainsboro]{042}

Let's now look at each period:

  • \bbox[2pt,Gainsboro]{32} has 3 tens and 2 ones. So, we write "thirty-two" followed by "thousand,":

    \qquad "thirty-two thousand,"

  • \bbox[2pt,Gainsboro]{042} has 0 hundreds, 4 tens, and 2 ones. So, we add "forty-two":

    \qquad "thirty-two thousand, forty-two"

Therefore, the number 32,042 written in words is thirty-two thousand, forty-two.

FLAG

The number $29,451$ written in words is

a
two hundred nine thousand, four hundred fifty-one
b
twenty-nine thousand, four hundred fifteen
c
twenty-nine thousand, five hundred forty-one
d
twenty-nine thousand, four hundred fifty-one
e
two hundred ninety thousand, four hundred fifty-one

The number $312,516$ written in words is

a
three hundred twelve thousand, five hundred sixty
b
three hundred twelve thousand, five hundred sixteen
c
three hundred twenty-two thousand, five hundred sixteen
d
three hundred twenty-two thousand, five hundred sixty
e
thirty-one thousand, five hundred sixteen

Let's write the following number in words:

\bbox[2pt,Gainsboro]{2},\bbox[2pt,Gainsboro]{632},\bbox[2pt,Gainsboro]{125}

To express a seven-digit number in words, we consider each period from left to right:

  • \bbox[2pt,Gainsboro]{2} has 2 ones only, and this digit is in the millions place. So, we write "two" followed by "million,":

    \qquad "two million,"

  • \bbox[2pt,Gainsboro]{632} has 6 hundreds, 3 tens and 2 ones. So, we add "six hundred thirty-two," followed by "thousand,":

    \qquad "two million, six hundred thirty-two thousand,"

  • \bbox[2pt,Gainsboro]{125} has 1 hundred, 2 tens and 5 ones. So, we add "one hundred twenty-five":

    \qquad "two million, six hundred thirty-two thousand, one hundred twenty-five"

Therefore, the number 2,632,125 written in words is two million, six hundred thirty-two thousand, one hundred twenty-five.

We can use the same method to write down any number with seven, eight, or nine digits in words. Let's see another example.

FLAG

Write the number 15,081,012 in words.

EXPLANATION

Notice that the highest-value digit is in the ten-millions place.

Let's start by splitting the number into its periods:

\bbox[2pt,Gainsboro]{15},\bbox[2pt,Gainsboro]{081},\bbox[2pt,Gainsboro]{012}

Let's now look at each period:

  • \bbox[2pt,Gainsboro]{15} has 1 ten and 5 ones. So, we write "fifteen," followed by "million,":

    \qquad "fifteen million,"

  • \bbox[2pt,Gainsboro]{081} has 8 tens and 1 one. So, we add "eighty-one," followed by "thousand,":

    \qquad "fifteen million, eighty-one thousand,"

  • \bbox[2pt,Gainsboro]{012} has 1 ten and 2 ones. So, we add "twelve":

    \qquad "fifteen million, eighty-one thousand, twelve"

Therefore, the number 15,081,012 written in words is fifteen million, eighty-one thousand, twelve.

FLAG

The number $5,542,086$ written in words is

a
five million, five hundred forty-two eighty-six
b
fifty-five million, four hundred twenty thousand, eighty-six
c
five million, five hundred forty-two thousand, eighty-six
d
five million, five hundred twenty thousand, eighty-six
e
fifty-five million, forty-two thousand, eighty-six

The number $14,108,820$ written in words is

a
fourteen million, one hundred eight thousand, eight hundred twenty
b
forty million, one hundred eighty thousand, eight hundred two
c
fourteen million, one hundred eight thousand, eight hundred two
d
fourteen million, one hundred eighty thousand, eight hundred twenty
e
forty million, one hundred eight thousand, eight hundred twenty
Flag Content
Did you notice an error, or do you simply believe that something could be improved? Please explain below.
SUBMIT
CANCEL