Primary 3 Maths: Perimeter and Length — Tutor Lesson Plan
- 2026-10-27
Perimeter is the walk around, not the space inside. One finger trace around a book prevents the area confusion later.
Objectives — the student can explain perimeter as the boundary length, use (l + b) × 2 and side × 4, convert between metres and centimetres, and count only the outer edges of a composite shape.
01 Prerequisites (3-minute check)
If any of these fails, fix it before the lesson starts.
| Skill | Quick check | Pass mark |
|---|---|---|
| Addition | 8 + 8 + 5 + 5 | 26 |
| Multiplication | 6 × 4 | 24 |
| Units | How many centimetres in a metre? | 100 |
02 Lesson flow (40 minutes)
| Time | Stage | Tutor does | Student does |
|---|---|---|---|
| 0-6 min | Walk the boundary | Trace the edge of a book with a finger | Trace and say “one lap” |
| 6-14 min | Rectangle | (8 + 5) × 2 | One alone |
| 14-22 min | Square | 6 × 4 | One alone |
| 22-32 min | Composite shapes | L-shape: outer edges only | One alone |
| 32-37 min | Units | 1 m 50 cm = 150 cm | Two alone |
| 37-40 min | Exit check | Three questions marked at once | Finish alone |
03 Teaching script (read it out)
Scene 1: Perimeter is one lap
Run a finger around the book once; the distance travelled is the perimeter.
It is not the number of squares inside, which is the area, and the unit is cm not cm².
It is not the number of squares inside, which is the area, and the unit is cm not cm².
Repeat: “perimeter walks, area fills”.
Scene 2: Rectangles and squares
8 by 5: 8 + 5 + 8 + 5 = 26, or (8 + 5) × 2.
A square has four equal sides, so side × 4.
A square has four equal sides, so side × 4.
Student does a square of side 6: 24 cm.
Scene 3: Composite shapes: outer edge only
In an L-shape, the line inside is not part of the perimeter.
Trace the outside first, then add those segments only.
Trace the outside first, then add those segments only.
Tip: colour the outer edge before adding anything.
04 Question types and worked steps
| Type | Example | Steps | Answer |
|---|---|---|---|
| Rectangle | 8 by 5 | (8 + 5) × 2 | 26 cm |
| Square | side 6 | 6 × 4 | 24 cm |
| Composite | L-shape, six outer segments | Add the outer segments | 26 cm |
| Conversion | 1 m 50 cm | 100 + 50 | 150 cm |
Sanity check (teach this): For ordinary shapes the perimeter number is smaller than the area number; a perimeter of 64 with an area of 24 means the formulas were swapped.
05 Independent practice (3 questions)
| Question | Answer | What to watch |
|---|---|---|
| 9 by 4 | 26 cm | Using (l + b) × 2 |
| Square of side 7 | 28 cm | Multiplying by 4 |
| 2 m 30 cm in cm | 230 cm | Multiply by 100, then add |
06 Common mistakes and what to say
| Mistake | Student writes | Say this |
|---|---|---|
| Area answered | 9 by 4 gives 36 | 36 is the area; the perimeter is 26 cm. |
| Square multiplied by 2 | side 7 gives 14 | A square has four sides. |
| Inner lines counted | adds the internal segment | Trace only the outside. |
| Mixed units | 2 m + 30 cm written as 32 cm | Convert to one unit first. |
07 Homework (paper, section and question numbers)
- Primary 3 first-term paper — Section C, questions 1 to 4
- Primary 3 second-term paper — Section C, questions 5 to 7
08 Exit check (last 5 minutes)
| Question | Answer | Decision |
|---|---|---|
| 9 by 4 | 26 cm | All right: move to area |
| Square of side 7 | 28 cm | One wrong: re-teach ×4 |
| 2 m 30 cm in cm | 230 cm | Two wrong: repeat the tracing activity |
09 Tutor FAQ
Formula or tracing?
Tracing first; without it the formula collides with area.
Composite shapes too hard?
Colour the outer boundary, then write each segment length; the difficulty drops sharply.
Circumference of a circle?
Not in Primary 3; that comes in Primary 6.
A TutorZone lesson-prep guide. Written by the TutorZone team; questions and lesson flow are original and are not taken from any school or publisher material.


