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Place Value Illustration | ten pence piece
The first digit after a decimal point is tenths, so £0.10 = 10p, a tenth of £1.

Place Value 3 (Medium)

This 11 Plus Maths quiz looks at how the same digit can change in value depending on where it sits in a number, a key idea in place value.

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Fascinating Fact:

The digit nine in 9,000,000 is worth nine million, while the nine in 900 is worth nine hundred, the same digit but very different powers.

In 11 Plus Maths, pupils explore how the value of a digit depends on its position in a number. This understanding is essential when working with large numbers and decimals, as each step to the left increases value tenfold.

  • Digit: Any of the ten numerals from zero to nine used to form numbers.
  • Place: The position of a digit in a number, which determines its value.
  • Magnitude: The size or value of a number compared with others.
Why does the same digit have different values?

The value of a digit depends on where it sits in the number. For example, the five in fifty is worth ten times more than the five in five.

How can I tell the value of a digit in a large number?

Look at the digit’s position from right to left. Each step to the left multiplies the value by ten, such as ones, tens, hundreds, thousands, and so on.

What is the difference between a digit and a number?

A digit is a single symbol like 3 or 7. A number is made by combining digits, such as 37 or 3,700, where each digit’s place changes its value.

1 .
What is the place value of 5 in 606.9675?
The ten thousands' place
The thousandths' place
The ten thousandths' place
The hundredths' place
Reading from left to right immediately after the decimal point: 5 is in the ten thousandths' place
2 .
What is the place value of 7 in 95.9875?
The hundredths' place
The thousandths' place
The ten thousandths' place
The thousands' place
Reading from left to right immediately after the decimal point: 7 is in the thousandths' place
3 .
What is the place value of 5 in 669.7659?
The thousandths' place
The hundredths' place
The ten thousandths' place
The tenths' place
Reading from left to right immediately after the decimal point: 5 is in the thousandths' place
4 .
What is the place value of 0 in 2,799.4084?
The tenths' place
The hundredths' place
The thousandths' place
The ten thousandths' place
Reading from left to right immediately after the decimal point: 0 is in the hundredths' place
5 .
What is the place value of 5 in 1,730.5232?
The ones' place
The hundredths' place
The tens' place
The tenths' place
Reading from left to right immediately after the decimal point: 5 is in the tenths’ place
6 .
What is the digit in the tenths' place in 8,608.1204?
0
8
1
2
Reading from left to right immediately after the decimal point: 1 is in the tenths' place
7 .
What is the digit in the hundredths' place 365.8241?
3
4
1
2
Reading from left to right immediately after the decimal point: 2 is in the hundredths' place
8 .
What is the digit in the thousandths' place in 838,080.5679?
9
8
7
6
Reading from left to right immediately after the decimal point: 7 is in the thousandths' place
9 .
What is the digit in the ten thousandths' place in 19,232.2368?
1
8
9
6
Reading from left to right immediately after the decimal point: 8 is in the ten thousandths' place
10 .
What is the digit in the tenths' place in 2,832.6941?
9
3
6
2
Reading from left to right immediately after the decimal point: 6 is in the tenths' place
Author:  Frank Evans (Specialist 11 Plus Teacher and Tutor)

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