Each digit has a place
In 7,304,512, each digit has a different value because each one sits in a different place.
7,000,000
300,000
0
4,000
500
10
2
Start at the left. Each step to the right is worth ten times less.
Year 6
Read large whole numbers accurately, compare them confidently, and explain the value of each digit.
Number - number and place value
In Year 6 we work with numbers in the millions. The digit stays the same, but its value changes depending on its place. When we read, write, order and compare larger numbers, we look carefully from the greatest place value first.
Each digit has a place
In 7,304,512, each digit has a different value because each one sits in a different place.
7,000,000
300,000
0
4,000
500
10
2
Start at the left. Each step to the right is worth ten times less.
Compare from the greatest place
To compare two large numbers, look at the left-most place where they are different.
| Place | First number | Second number |
|---|---|---|
| Millions | 7 | 7 |
| Hundred thousands | 3 | 2 |
| Decision | larger here | smaller here |
Both numbers have 7 millions, so the hundred-thousands digit decides which is greater.
Read and write in words
A large number can be read in groups.
in numerals
six million
forty thousand and nine
Read the million part first, then the thousands, then the final part.
What is the value of the digit 8 in 4,863,210?
4,000,000
800,000
60,000
3,000
Use place value, careful reading and comparison to answer each question.
Which numeral matches six million, forty thousand and nine?
six million
forty thousand
nine
What is the value of the digit 5 in 8,507,214?
8,000,000
?
7,000
200
Which comparison is correct?
Which number is greatest?
| Option A | Option B | Option C |
|---|---|---|
| 7,012,450 | 7,102,450 | 7,021,540 |
| 0 hundred thousands | 1 hundred thousand | 0 hundred thousands |
Write three million, two hundred thousand and forty-five in numerals.
Watch for these when working through the lesson.
These ideas fit closely with this lesson.