A primary school search in Farrer Park can start with Farrer Park Primary School at 2 Farrer Park Road, Singapore 217567. Its official contact page identifies Farrer Park MRT as the nearest station. This is one starting example, not a complete shortlist, a journey-time guarantee or an admission-distance determination. Check the current school instructions and MOE process for your child’s circumstances.
For things to learn around Farrer Park with children, the area’s sporting history provides an engaging question: did older races always use the same distance units we recognise today? NLB’s historical account describes a 440-yard hurdles event at the opening of the Athletic Centre in 1957. Read that as history, not as today’s facility or programme information.
This guide links school planning with a source-based measurement project. A child can keep a race name attached to its original unit, convert yards into metres using a stated factor and explain why 440 yards is not exactly 400 metres. The activity works at home; an accompanied neighbourhood observation is optional. The enjoyable discovery is that familiar numbers become more interesting when their units and context stay visible.
eduKateSG · Farrer Park family guide
Choose your reading route
Start with the task your family needs today. Each route opens an expanded chapter; the grouped index gives you the full article.
Browse all 12 chapters · Compare school choices across Singapore estates
Chapter index
Open a group to choose a chapter. All teaching chapters remain expanded below.
School destinations and the daily routine
Local observation, representation and practice
Learning support, a finished project and questions
The school’s contact page gives a Farrer Park Road address and identifies the nearest MRT station. Keep that information together with the full school name.
A nearest-station label helps orient a search. It does not supply the actual route from the home, the appropriate entrance or the current collection arrangement. Those are the next practical checks.
The table starts with one institution without claiming that it represents every family’s options. Use current official information to investigate a broader shortlist if your location and circumstances require one.
Ask the child to explain the destination in a complete sentence. The adult can then record the operational questions separately. A place name should not have to answer three different questions at once: where the school is, whether the routine fits and how admission works. Keeping those decisions distinct produces a calmer and more accurate family plan.
| Starting example | Official information | Next family check |
|---|---|---|
| Farrer Park Primary School | 2 Farrer Park Road, Singapore 217567 | Relevant entrance and current handover |
| Nearest MRT in school contact information | Farrer Park | Actual route from the family’s home |
CHAPTER 2 OF 12 · School planning
2. Investigate the child’s actual starting point
Describe the child’s learning experience before deciding what additional support would help. Does the child understand an idea but struggle to explain it? Can the child carry out one instruction but lose track of a longer sequence?
Those differences matter. A precise observation gives the school enquiry a clearer purpose than a general statement that the child is “weak” or “careless”.
Read current school programme and support information for the question relevant to your child. An older feature, another parent’s experience or one photograph should not become a complete account of provision.
Include the daily routine in the comparison. The child needs time for meals, rest and settling after travel. The family needs a handover that the adults can reliably carry out. A useful shortlist brings these needs together without demanding that one attractive programme answer every practical concern. The next question should be concrete enough to investigate.
Begin at the actual home and test the complete route to the relevant school entrance. A station is part of a possible journey, not the entire journey.
Notice decision points where a clear instruction helps: a turn, crossing, waiting place or handover. The adult should lead and remain responsible for safety. The child can practise connecting the landmark with the next action.
Write collection separately. A different accompanying adult or an activity day can change the sequence. Confirm the current procedure rather than treating the morning plan as automatically reversible.
Ask a second family member to read the note and identify what happens next. If the note gives only a destination, add the action. The exercise develops useful English while improving practical planning. It also shows why a clear route description is more dependable than an assumed travel time from a broad neighbourhood label.
CHAPTER 4 OF 12 · School planning
4. Separate admission, school notices and heritage reading
Use current MOE Primary 1 registration guidance for admission questions. This article does not establish eligibility, vacancies or official home-school distance.
Use the school for current arrival, collection and cohort-specific arrangements. Keep the source and checking date beside information that the adults need to act on.
Use heritage sources for historical questions. NLB’s Farrer Park account states that its information is valid as at August 2021. Its descriptions of earlier sporting facilities should not be converted into current visitor instructions.
These source purposes belong in separate fields on the family page. A historical account can remain valuable even when it cannot answer today’s access question. The child can learn from the older record at home while the adult verifies any outing independently. That separation preserves both the educational task and the practical responsibility for the actual day.
CHAPTER 5 OF 12 · Local observation
5. Read the 1957 sporting event with its original unit
NLB’s historical account describes the Athletic Centre opening in 1957 and identifies the 440-yard hurdles as its first event. Preserve the event name and distance unit together.
Do not silently replace yards with metres because metres feel more familiar. That changes the stated distance. Conversion is a separate operation with a stated relationship between units.
The child can write a short source note naming the publisher, the event and the original distance. An optional present-day observation should be labelled separately; it cannot prove what happened at the earlier event.
This task does not require visiting or using an old sporting facility. The historical account supplies a reading question, not a training prescription. The family is exploring how a measurement should be understood across contexts. A carefully labelled number helps the child see that historical precision and mathematics can support each other.
A distance value needs both a number and a unit. Four hundred and forty yards and four hundred and forty metres are different distances even though the numerical part looks identical.
Ask the child to identify the quantity first: length along a course. Then identify the unit used to express it. Changing the unit changes the numerical value needed to represent the same length.
For this classroom exercise, use the modern international-yard definition: one yard equals exactly 0.9144 metre. NIST notes that the unified definition took effect in 1959. Applying it to the source’s numerical distance is a stated teaching model, not a reconstruction of the precise standard or track measurement used in 1957.
A younger learner can explain that a yard is shorter than a metre and therefore the converted number of metres should be smaller than the number of yards. An older learner can carry out the multiplication. Estimation and calculation should agree. The numerical answer becomes easier to check when the child understands the direction of the conversion before pressing ahead.
Using one yard equals 0.9144 metre, multiply the number of yards by 0.9144 to obtain metres. State the direction clearly; using the same operation backwards would answer a different conversion.
Before calculating 440 yards, predict that the metre value will be below 440. The prediction is a rough check, not a replacement for the arithmetic.
Keep enough decimal places to preserve the exact conversion in this exercise. If the answer is rounded for a particular purpose, label the rounding and distinguish it from the exact value.
Do not interpret the calculated distance as a newly measured historical track. The exercise converts the source’s stated race distance. It does not independently survey the course or prove every detail of the event. This limitation is small but important: correct mathematics can transform a stated quantity without supplying new historical evidence.
CHAPTER 8 OF 12 · Practice and explanation
8. Convert three stated yard distances
The table applies the exact factor to three distances. The 100-yard and 220-yard rows are additional practice examples, not claims about events at Farrer Park.
One hundred yards is 91.44 metres. Two hundred and twenty yards is 201.168 metres. Four hundred and forty yards is 402.336 metres.
The last value is 2.336 metres greater than 400 metres. Therefore, replacing “440 yards” with “400 metres” would not preserve the exact distance. A rough resemblance is not an equality.
Ask the child to show the multiplication and keep the unit on each result. Then ask which row relates to the historical source and which rows were selected for practice. This checks two kinds of understanding together: the unit relationship and the boundary between source information and a teaching example.
| Distance used in the exercise | Conversion calculation | Exact metre value |
|---|---|---|
| 100 yd: additional practice | 100 × 0.9144 | 91.44 m |
| 220 yd: additional practice | 220 × 0.9144 | 201.168 m |
| 440 yd: source-stated event distance | 440 × 0.9144 | 402.336 m |
CHAPTER 9 OF 12 · Practice and explanation
9. Explain an approximation without changing the source
An approximation may be useful when its purpose and precision are clear. It should not quietly replace the original statement.
For a quick sense of scale, the child might say that 440 yards is a little over 400 metres. For an exact conversion, the child should retain 402.336 metres. Those statements serve different levels of precision.
Write the source distance first, followed by the conversion and any labelled approximation. That order lets another reader see what was transformed.
Ask whether the paragraph claims to have measured the venue or only converted the event distance. If the wording suggests a survey, revise it. A strong explanation keeps history, definition and arithmetic in their proper roles. It allows the reader to follow the reasoning without assuming that every number on the page came from the same method or has the same evidential status.
CHAPTER 10 OF 12 · Learning support and continuation
10. Find whether the difficulty is units or arithmetic
A child may multiply correctly but omit the unit. Another may reverse the conversion direction. A third may understand both and make a decimal-placement error. Those difficulties require different corrections.
The Clementi Secondary 1 mathematics guide describes 3-pax teaching that examines reasoning. Its transferable idea here is to locate the particular misunderstanding before adding practice. The page describes its own programme.
Ask the child to explain why the metre number should be smaller than the yard number for the same length. Then inspect the multiplication and label. This sequence separates meaning from execution.
If considering support, bring the source note and working. A useful goal might be to retain units, choose the correct conversion direction or distinguish exact and rounded values. Those goals give the next explanation a clear starting point.
CHAPTER 11 OF 12 · Learning support and continuation
11. Finish a historical-measurement notebook
The finished page can contain a source note, the original event distance, the stated conversion factor, the calculation and one limitation.
Keep present-day outing information separate. If the family observed the neighbourhood, give that record its own date and explain that it is not evidence of the 1957 event.
Invite another reader to identify the source quantity and the practice examples. If the distinction is unclear, improve the table caption or sentence labels.
End with one next question. The child might convert another stated distance or investigate another historical unit using a reliable definition. The project succeeds when the chain is visible: source statement, unit relationship, calculation and appropriately limited conclusion. That is a satisfying way to connect a local sporting story with mathematics without turning the activity into a race, a fitness test or an unverified visitor guide.
CHAPTER 12 OF 12 · Learning support and continuation
12. Questions about Farrer Park school planning and measurement
Is one school a complete shortlist?
No. Farrer Park Primary is a starting example for your family’s investigation.
Does the nearest MRT establish travel time?
No. Test the actual route and check the relevant entrance.
Is the historical article current facility information?
No. Verify current access independently before any outing.
Is 440 yards exactly 400 metres?
No. Using the exact conversion, 440 yards is 402.336 metres.
Were all three practice distances historical local events?
No. The 100-yard and 220-yard rows are additional arithmetic examples.
Where can we continue school planning?
Use the primary school choice guide across Singapore estates.
Official sources and further planning
Official information checked on 12 October 2026 (Singapore time). Recheck current school, registration and visitor information before acting.