Maths

Rounding practice: nearest ten and hundred

Use number lines, fluency questions and estimates to round to the nearest ten or hundred.

Rounding practice: nearest ten and hundred, first page preview
Pupils using supported nearest-ten and nearest-hundred rounding practice Β· Worksheet2 pages Β· First page preview

Read the material

Pupil document
Download PDF

Rounding practice: nearest ten and hundred

Read every page. Use the controls to zoom or move between pages.

Download PDF

Pupil document. Use the preview for diagrams and layout.

Page 1

Teaching template
1
Rounding practice: nearest ten and hundred
Audience: Pupils using supported nearest-ten and nearest-hundred rounding practice
This page uses a halfway-up convention. Use a number line to show which endpoint is nearer.
Model
46 lies between 40 and 50. It is nearer 50, so 46 rounds to 50.
650 lies halfway between 600 and 700. This page rounds halfway values up, so 650 rounds to 700.
Guided number lines
Nearest ten: 32 is between 30 and 40. Draw the jump and complete: 32 rounds to __ because __.
30 ───────────── 32 ───────────── 40
Nearest hundred: 372 is between 300 and 400. Draw the jump and complete: 372 rounds to __ because
__.
300 ──────────── 372 ──────────── 400
Independent fluency
Number
Round to nearest ten
Show endpoints or number line
14
26
45
78
Number
Round to nearest hundred
Show endpoints or number line
241
650
782
Estimate
A class buys 19 notebooks at about Β£2 each. Estimate by rounding 19 to the nearest ten: __ Γ— Β£2 = about
Β£__.

Page 2

Teaching template
2
Check the idea
Sam says 350 rounds to 300 to the nearest hundred. Do you agree under the halfway-up rule? Explain with
a number line.
Challenge
Write a three-digit number that rounds to 500 to the nearest hundred. What other whole numbers would
round to 500?
My working or drawing: _________________________________________________________________
______________________________________________________________My explanation:
____________________________________________________________

A teaching sequence

Round two-digit numbers to the nearest ten and supported three-digit numbers to the nearest hundred, using number lines and the stated halfway convention.

Study the endpoints and model

Study the model and name the two endpoints.

Which two tens or hundreds contain the number?

Explain the guided rounding choices

Complete the guided nearest-ten and nearest-hundred examples.

Which endpoint is nearer on your number line?

Round independently and show a jump

Answer the independent fluency items and show a number-line jump.

Does the jump support the endpoint you selected?

Estimate, challenge and explain

Estimate a real-life total, explain a misconception and try the challenge.

How does the taught halfway-up convention affect Sam's claim about 350?

Check after teacher disclosure

Check only after the teacher opens the answer disclosure.

Which part of your reasoning needs revising after the answer is revealed?

Before you teach

Look for the thinking behind an answer, choose the support your class needs and leave room for an independent response.

What to look for

Example: 46 is nearer 50 than 40, so it rounds to 50. Example: 650 is halfway between 600 and 700, so this page rounds it up to 700.

Give a little support

Use a marked number line with the two endpoints visible. If nearest hundred has not been taught, the educator should omit that section rather than assume readiness.

Take the idea further

Create a three-digit number that rounds to 500 to the nearest hundred, then state the full range of whole numbers that would do so.

Things to keep in mind

Check that pupils can place the relevant numbers on the supplied number lines. Select nearest-ten or nearest-hundred work to match the taught sequence, and use the halfway convention only when the class teacher has introduced it.

Keep the idea. Make it yours.

Bring your topic, learning goal and class context to PLAIβ„’, then review what you create.

Make one for my class

Ideas to try with your class

Sample teaching perspectives on what to try, what to adapt and what to watch for.

πŸ€”

Quietly Curious

This two-page supported practice focuses on two-digit nearest-ten examples and selected three-digit nearest-hundred examples. It explicitly uses a halfway-up convention: 46 rounds to 50 and 650 rounds to 700.

πŸ’‘

Bright Idea Break

The worked number lines ask pupils to show which endpoint is nearer, while the midpoint example makes the convention explicit. That separates distance reasoning from the rule for an exact tie.

✏️

Pencil Case Pal

Mark the endpoints and the number on a line, then count the distance to each endpoint. For an exact midpoint such as 650, apply the stated halfway-up rule.

😐

Kind Check-In

The sheet's halfway-up convention may differ from another course or context. Teach the convention printed here and check the task's stated rule before applying it elsewhere.

Resource preview