Decimals
★ 0
Today I can…
  • tell the value of a digit in the tenths, hundredths and thousandths places
  • explain that a digit is worth 10 times as much one place to the left, and 110 as much one place to the right

Your answers stay on this device. Your first try earns a ★. Keep trying until you get it right!

Be Curious

What do you notice? What do you wonder?

The three big squares are the same size. Move your mouse inside each one.

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Extend Place Value to Decimals
Place Value to DecimalsExplore

Explore: Shade the Grid

The big square is 1 whole, cut into 100 small squares. Choose a tool, then click and drag across the grid.

Extend Place Value to Decimals
Place Value to DecimalsLearn

Learn

Sam says: “Every 1 in 1.111 has the same value.”

How can you help Sam? Point at each 1 in the chart, or move your mouse over the blocks.

Move your mouse to turn the blocks
Each 1 shows a different block. Which one is biggest?
Extend Place Value to Decimals
Place Value to DecimalsLearn · Work Together

Move the Digit

◀ One place left× 1010 times as much
One place right ▶÷ 10110 as much

Drag the blue digit to another place and drop it.

7

Move the digit and watch its value change.

Work Together

Two ways to compare 0.6 and 0.06

Extend Place Value to Decimals
Place Value to DecimalsPractice

Practice

1
Which statement is true?
2
Which statement is true?
3
Pocket money
Extend Place Value to Decimals
Place Value to DecimalsPractice

Practice

4
Same digit, different value
5
Error Analysis
Rami writes 45.4 and says: “The 4 in the tens place is worth 10 times the 4 in the tenths place.”
Extend Place Value to Decimals
Place Value to DecimalsPractice · Extend Your Thinking

Practice

6
Digit hunt
7
Race time

In a school race, Huda ran 100 metres in seconds. The digit 2 appears three times!

Extend Your Thinking

8

Use the digits 3, 6 and 8 once each. Compare with the number 3.68.

Extend Place Value to Decimals
Place Value to DecimalsReflect

Reflect

How is the place value pattern in decimals like the pattern in whole numbers?

See an example answer

It is the same pattern on both sides of the decimal point. Each place is worth 10 times the place to its right, and 110 of the place to its left. For example, 300 is 10 times 30, and 0.3 is 10 times 0.03.