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Secondary 1 Geography Practice Paper 1

Free AI-Generated NVIDIA Nemotron 3 Ultra 550B A55B Free Secondary 1 Geography Practice Paper 1 practice paper with questions and answers for Singapore students. This page is rendered as a direct URL so the questions and answers can be discovered without pressing in-page buttons.

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Secondary 1 Geography AI Generated Generated by NVIDIA Nemotron 3 Ultra 550B A55B Free Updated 2026-06-07

Questions

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TuitionGoWhere Practice Paper - Geography Secondary 1

TuitionGoWhere Practice Paper (AI)
Subject: Geography
Level: Secondary 1
Paper: Practice Paper 1 (Version 1)
Duration: 1 hour 30 minutes
Total Marks: 50

Name: ________________________
Class: ________________________
Date: ________________________


Instructions to Candidates

  1. Write your name, class, and date in the spaces provided above.
  2. Answer all questions.
  3. Write your answers in the spaces provided.
  4. The number of marks is given in brackets [ ] at the end of each question or part question.
  5. The total number of marks for this paper is 50.
  6. You may use a calculator.
  7. For map-based questions, refer to the map extract provided in the image placeholders.

Section A: Map Skills [20 marks]

Answer all questions in this section.

Question 1

Study the map extract of Sembawang Area (1:25,000 scale) provided in the image placeholder below.

<image_placeholder> id: Q1-fig1 type: map linked_question: Q1 description: Topographic map extract of Sembawang Area, Singapore (1:25,000 scale). Grid lines at 1 km intervals. Eastings numbered 28–33, Northings numbered 60–65. Features: Sungei Sembawang river flowing NW to SE through grid squares 2962, 3062, 3162, 3262. Contour lines at 10 m intervals. Hill at 3063 with spot height 45 m. School at 2963. Temple at 3161. Factory at 3263. MRT station at 3062. Main road (Sembawang Road) running N-S along easting 30. Secondary road (Canberra Road) running E-W along northing 63. Mangrove swamp symbol in grid squares 3160, 3260. Reservoir in grid squares 2863, 2864, 2963, 2964. Vegetation symbols (scattered trees) in 3063, 3163. labels: Eastings (28–33), Northings (60–65), Sungei Sembawang, Spot height 45 m at 3063, School symbol at 2963, Temple symbol at 3161, Factory symbol at 3263, MRT station symbol at 3062, Sembawang Road, Canberra Road, Mangrove swamp symbol, Reservoir boundary, Vegetation symbols values: Scale 1:25,000; Contour interval 10 m; Grid square size 1 km × 1 km must_show: All grid lines numbered, all symbols clearly marked, contour lines with values, river course, road network, scale bar, north arrow </image_placeholder>

(a) State the four-figure grid reference of the school.
[1]

(b) State the six-figure grid reference of the temple.
[1]

(c) The factory is located northwest of the MRT station. Using evidence from the map, explain whether this statement is correct.
[2]


Question 2

Refer to the same map extract of Sembawang Area.

(a) What is the contour interval of this map?
[1]

(b) Describe the relief of the area in grid square 3063. Use contour evidence to support your answer.
[3]

(c) Calculate the straight-line distance in kilometres between the school (2963) and the factory (3263).
[2]


Question 3

The map shows Sungei Sembawang flowing through several grid squares.

(a) In which general direction does the river flow?
[1]

(b) Identify two pieces of map evidence that indicate the direction of river flow.
[2]

(c) The river passes through a mangrove swamp near its mouth. State the four-figure grid reference of one grid square containing mangrove swamp.
[1]


Question 4

A student plans to walk from the MRT station (3062) to the school (2963) using the roads shown on the map.

(a) Measure the map distance along the roads from the MRT station to the school in centimetres.
[1]

(b) Convert this to the actual ground distance in metres. Show your working.
[2]

(c) Suggest one advantage and one disadvantage of using the road route compared to a straight-line path.
[2]


Question 5

The map shows a reservoir in the northwest portion.

(a) State the four-figure grid references of two grid squares that the reservoir occupies.
[2]

(b) The reservoir is at an altitude of approximately 20 m above sea level. Using the contour lines, explain how the map shows that the land around the reservoir is higher than the reservoir.
[2]


Section B: Graph & Data Interpretation [18 marks]

Answer all questions in this section.

Question 6

The table below shows the monthly rainfall (in mm) recorded at a weather station in Singapore for the year 2023.

MonthJanFebMarAprMayJunJulAugSepOctNovDec
Rainfall (mm)210110180195165140155170150200255285

<image_placeholder> id: Q6-fig1 type: graph linked_question: Q6 description: Blank graph axes for plotting monthly rainfall data. X-axis: Months (Jan–Dec). Y-axis: Rainfall (mm), scale 0–300 mm in 50 mm intervals. labels: Months (Jan–Dec), Rainfall (mm) values: Data from table above must_show: Labeled axes, appropriate scale, grid lines, title "Monthly Rainfall in Singapore, 2023" </image_placeholder>

(a) Plot the data for July to December on the graph provided. The data for January to June has been plotted for you.
[2]

(b) Which month had the highest rainfall?
[1]

(c) Calculate the annual rainfall total for 2023.
[2]

(d) Calculate the mean monthly rainfall for 2023.
[2]

(e) Describe the general pattern of rainfall throughout the year.
[2]


Question 7

The divided bar graph below shows the water consumption by sector in Singapore for two years: 2010 and 2020.

<image_placeholder> id: Q7-fig1 type: chart linked_question: Q7 description: Divided bar graph comparing water consumption by sector (Domestic, Non-Domestic, Water Losses) for 2010 and 2020. Two bars side by side. 2010 bar: Domestic 45%, Non-Domestic 40%, Water Losses 15%. 2020 bar: Domestic 42%, Non-Domestic 45%, Water Losses 13%. Total water consumption: 2010 = 480 million gallons/day; 2020 = 520 million gallons/day. labels: Sectors (Domestic, Non-Domestic, Water Losses), Years (2010, 2020), Percentages, Total consumption values values: 2010: Domestic 45%, Non-Domestic 40%, Water Losses 15%, Total 480 mgd; 2020: Domestic 42%, Non-Domestic 45%, Water Losses 13%, Total 520 mgd must_show: Two divided bars with clear segments, percentages labeled, legend, title "Water Consumption by Sector in Singapore, 2010 and 2020" </image_placeholder>

(a) Which sector had the largest share of water consumption in 2020?
[1]

(b) Calculate the actual volume (in million gallons per day) of water consumed by the domestic sector in 2020.
[2]

(c) The percentage of water losses decreased from 2010 to 2020. Suggest one reason for this decrease.
[2]

(d) Despite the decrease in percentage, the actual volume of water losses may not have decreased significantly. Explain why.
[2]


Question 8

The line graph below shows the daily temperature variation at a location in Singapore over a 24-hour period.

<image_placeholder> id: Q8-fig1 type: graph linked_question: Q8 description: Line graph showing temperature (°C) over 24 hours. X-axis: Time (00:00 to 24:00, 3-hour intervals). Y-axis: Temperature (°C), 24–34°C. Line peaks at 33°C at 14:00, lowest at 25°C at 06:00. Gradual rise from 06:00 to 14:00, gradual fall from 14:00 to 24:00. labels: Time (00:00–24:00), Temperature (°C) values: Min 25°C at 06:00, Max 33°C at 14:00 must_show: Smooth curve, labeled axes, data points at 3-hour intervals, title "Daily Temperature Variation in Singapore" </image_placeholder>

(a) What was the maximum temperature recorded and at what time did it occur?
[1]

(b) Calculate the diurnal temperature range (difference between maximum and minimum).
[1]

(c) Explain why the temperature is lowest around 06:00 and highest around 14:00.
[3]

(d) The graph shows a small diurnal range. State one geographical reason why Singapore experiences a small diurnal temperature range.
[1]


Question 9

The pie chart below shows the sources of water supply for Singapore (Four National Taps) as of 2023.

<image_placeholder> id: Q9-fig1 type: chart linked_question: Q9 description: Pie chart with four segments: Imported Water (40%), NEWater (30%), Desalinated Water (25%), Local Catchment (5%). Each segment labeled with percentage and source name. labels: Four National Taps, Percentages values: Imported Water 40%, NEWater 30%, Desalinated Water 25%, Local Catchment 5% must_show: Four clearly labeled segments, legend, title "Singapore's Four National Taps (2023)" </image_placeholder>

(a) Which source contributes the largest proportion of Singapore's water supply?
[1]

(b) NEWater and Desalinated Water are both weather-resilient sources. Explain what "weather-resilient" means in this context.
[2]

(c) Singapore aims to reduce reliance on imported water. Using the data, calculate the combined percentage of weather-resilient sources (NEWater + Desalinated Water).
[1]

(d) Suggest one challenge Singapore faces in increasing desalinated water production.
[1]


Section C: Data Analysis & Geographical Skills [12 marks]

Answer all questions in this section.

Question 10

The table below shows water quality data for Sungei Sembawang at three sampling sites (A, B, C) collected during a fieldwork investigation.

ParameterUnitSite A (Upstream)Site B (Midstream)Site C (Downstream)
Dissolved Oxygen (DO)mg/L7.25.83.5
Biochemical Oxygen Demand (BOD)mg/L1.23.56.8
pH-7.06.86.5
TurbidityNTU51545
Nitratemg/L0.52.15.6

(a) Which site has the best water quality? Use two parameters from the table to support your answer.
[3]

(b) Describe the trend in turbidity from Site A to Site C.
[1]

(c) Suggest one human activity at the midstream area (Site B) that could explain the increase in BOD and nitrate levels.
[2]

(d) The students want to present the Dissolved Oxygen data for the three sites. State the most appropriate graph type for this data and explain why.
[2]


Question 11

A group of Secondary 1 students conducted a traffic count at the junction of Sembawang Road and Canberra Road (near grid reference 3063) for 30 minutes during peak hour (7:30–8:00 am). Their results are shown below.

Vehicle TypeCount
Cars185
Buses22
Motorcycles95
Lorries/Vans38
Bicycles/PMDs15

<image_placeholder> id: Q11-fig1 type: chart linked_question: Q11 description: Blank axes for a compound bar graph. X-axis: Vehicle Types (Cars, Buses, Motorcycles, Lorries/Vans, Bicycles/PMDs). Y-axis: Number of Vehicles (0–200, intervals of 20). labels: Vehicle Types, Number of Vehicles values: Data from table above must_show: Labeled axes, appropriate scale, title "Traffic Count at Sembawang Road/Canberra Road Junction, 7:30–8:00 am" </image_placeholder>

(a) Complete the compound bar graph by drawing the bars for Motorcycles, Lorries/Vans, and Bicycles/PMDs. The bars for Cars and Buses have been drawn for you.
[3]

(b) Calculate the percentage of motorcycles out of the total vehicles counted. Give your answer to one decimal place.
[2]

(c) The students concluded: "Most vehicles on the road are private cars, so traffic congestion is mainly caused by private cars." Evaluate this conclusion using the data.
[3]


Question 12

The scatter graph below shows the relationship between distance from the city centre (km) and population density (persons/km²) for 10 housing estates in Singapore.

<image_placeholder> id: Q12-fig1 type: graph linked_question: Q12 description: Scatter graph with negative correlation. X-axis: Distance from City Centre (km), 0–25 km. Y-axis: Population Density (persons/km²), 0–30,000. 10 data points showing general downward trend: near city centre (2 km) ~25,000; far (22 km) ~8,000. One anomaly at 15 km with density 22,000. labels: Distance from City Centre (km), Population Density (persons/km²) values: 10 data points with approximate coordinates must_show: Labeled axes, 10 plotted points, trend line (optional), title "Population Density vs Distance from City Centre" </image_placeholder>

(a) Describe the general relationship between distance from the city centre and population density.
[2]

(b) Identify the anomalous result on the graph. State its approximate distance and population density.
[2]

(c) Suggest one possible reason for this anomaly.
[1]

(d) A student says: "Population density decreases at a constant rate as distance from the city centre increases." Is this statement correct? Use evidence from the graph to support your answer.
[2]


Answers

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TuitionGoWhere Practice Paper - Geography Secondary 1 (Answer Key)

Subject: Geography
Level: Secondary 1
Paper: Practice Paper 1 (Version 1)
Total Marks: 50


Section A: Map Skills [20 marks]

Question 1

(a) 2963
[1]
Method: Read eastings first (29), then northings (63). The school symbol is located in grid square 2963 (easting 29, northing 63).
Common error: Reversing order to 6329 (northings first).

(b) 315615 (or 316615 depending on exact position within grid square)
[1]
Method: For six-figure grid reference, divide each grid square into 10 tenths. Temple at 3161: easting 31 + 5/10 = 315 (if centred), northing 61 + 5/10 = 615. Accept 315615 or 316615 if slightly offset.
Key: Always read eastings first, then northings. Each digit after the 4-figure reference estimates tenths within the square.

(c) The statement is incorrect.
[2]
Evidence:

  • MRT station is at 3062 (easting 30, northing 62)
  • Factory is at 3263 (easting 32, northing 63)
  • Factory is northeast of MRT station (higher easting = east; higher northing = north)
    Mark breakdown: 1 mark for correct direction (northeast), 1 mark for map evidence (grid references or relative position).

Question 2

(a) 10 metres
[1]
Direct reading from map margin/contour interval information.

(b) Grid square 3063 contains a hill with a spot height of 45 m.
[3]
Description:

  • Contour lines form closed concentric circles (1 mark)
  • Contour values increase towards the centre (20 m → 30 m → 40 m) (1 mark)
  • Spot height 45 m at the summit confirms it is a hill (1 mark)
  • Gentle slope indicated by wide spacing of contour lines (optional detail)
    Key terms: "concentric circles", "increasing towards centre", "spot height".

(c) 3 km
[2]
Working:

  • School at easting 29, Factory at easting 32 → difference = 3 grid squares
  • Each grid square = 1 km (1:25,000 scale, 1 km grid)
  • Distance = 3 × 1 km = 3 km
    Alternative: Measure 3 cm on map × 25,000 = 75,000 cm = 750 m? No — grid squares are 1 km, so 3 grid squares = 3 km.
    Mark breakdown: 1 mark for correct method (3 grid squares × 1 km), 1 mark for correct answer with unit.

Question 3

(a) Southeast (or South-easterly)
[1]
Reasoning: River flows from northwest (upper course) to southeast (lower course/mouth at mangrove swamp).

(b) Two pieces of evidence:
[2]

  1. Contour lines — River flows from higher land (contours 30–40 m upstream) to lower land (contours 0–10 m downstream near coast).
  2. Mangrove swamp at river mouth — Mangroves grow in coastal/brackish water, indicating river flows towards the sea in the southeast (grid squares 3160, 3260).
    Other acceptable evidence: Spot heights decreasing downstream; river widening near mouth; direction of tributaries joining.

(c) 3160 or 3260
[1]
Either grid square containing mangrove swamp symbol is correct.


Question 4

(a) Approximately 4.5 cm (accept 4.0–5.0 cm depending on route measured)
[1]
Route: MRT (3062) → South along Sembawang Road to Canberra Road junction (3063) → West along Canberra Road to School (2963).
Measurement: ~1.5 cm south + ~3 cm west = ~4.5 cm.

(b) 1,125 metres (or 1.125 km)
[2]
Working:

  • Map distance = 4.5 cm
  • Scale 1:25,000 → 1 cm on map = 25,000 cm on ground
  • Ground distance = 4.5 × 25,000 = 112,500 cm
  • Convert to metres: 112,500 ÷ 100 = 1,125 m
    Mark breakdown: 1 mark for correct calculation (4.5 × 25,000), 1 mark for correct unit conversion and answer.

(c)
[2]
Advantage: Roads are paved and safer for walking; follow established paths; avoid difficult terrain (e.g., reservoir, mangrove, steep slopes).
Disadvantage: Longer distance than straight line (1.125 km vs 1 km straight line); more time-consuming; may have traffic hazards.
Mark breakdown: 1 mark for valid advantage, 1 mark for valid disadvantage.


Question 5

(a) 2863 and 2864 (or 2963 and 2964)
[2]
Any two of the four grid squares occupied by the reservoir: 2863, 2864, 2963, 2964.
Mark breakdown: 1 mark per correct grid reference.

(b) Contour lines around the reservoir show values of 30 m and 40 m, which are higher than the reservoir's 20 m altitude.
[2]
Explanation:

  • Reservoir at ~20 m (given)
  • Contour lines encircling the reservoir are labelled 30 m and 40 m (1 mark)
  • This means the surrounding land is higher than the reservoir water level (1 mark)
  • The reservoir sits in a depression/valley surrounded by higher ground
    Key concept: Contour values increase away from the reservoir → land rises.

Section B: Graph & Data Interpretation [18 marks]

Question 6

(a) Points plotted correctly for Jul (155), Aug (170), Sep (150), Oct (200), Nov (255), Dec (285)
[2]
Marking: 1 mark for all 6 points plotted accurately (± half interval); 1 mark for points joined with smooth line/ruler.
Note: Jan–Jun already plotted.

(b) December (285 mm)
[1]

(c) 2,215 mm
[2]
Working:
210 + 110 + 180 + 195 + 165 + 140 + 155 + 170 + 150 + 200 + 255 + 285 = 2,215 mm
Mark breakdown: 1 mark for correct addition method, 1 mark for correct total.

(d) 184.6 mm (or 185 mm to nearest mm)
[2]
Working:
Mean = Total ÷ 12 = 2,215 ÷ 12 = 184.583... ≈ 184.6 mm
Mark breakdown: 1 mark for correct formula (total/12), 1 mark for correct answer.

(e) Rainfall is high throughout the year with two peaks: a smaller peak in January (210 mm) and a larger peak in November–December (255–285 mm). The driest month is February (110 mm). Rainfall generally increases from June to December.
[2]
Key points: High year-round (no dry month < 100 mm); bimodal peaks (NE Monsoon Nov–Jan, SW Monsoon Jun–Sep but weaker); February driest; general increase second half of year.
Mark breakdown: 1 mark for identifying pattern (high year-round/bimodal), 1 mark for specific data references.


Question 7

(a) Non-Domestic sector (45%)
[1]

(b) 218.4 million gallons per day
[2]
Working:

  • Domestic share 2020 = 42%
  • Total consumption 2020 = 520 mgd
  • Volume = 42% × 520 = 0.42 × 520 = 218.4 mgd
    Mark breakdown: 1 mark for correct method (percentage × total), 1 mark for correct answer with unit.

(c) Improved pipe infrastructure and leak detection technology (e.g., smart sensors, pressure management) reduced physical losses in the distribution network.
[2]
Other acceptable reasons: Better maintenance; replacement of aging pipes; active leak detection programmes; pressure management systems.
Mark breakdown: 1 mark for identifying a valid reason, 1 mark for brief explanation.

(d) Total water consumption increased from 480 mgd (2010) to 520 mgd (2020). Even though the percentage of losses decreased (15% → 13%), the actual volume may be similar: 15% of 480 = 72 mgd; 13% of 520 = 67.6 mgd — only a small reduction in absolute terms.
[2]
Key concept: Percentage vs absolute volume.
Mark breakdown: 1 mark for noting total consumption increased, 1 mark for showing calculation or explaining why absolute loss may not drop much.


Question 8

(a) Maximum temperature: 33°C at 14:00 (2 pm)
[1]

(b) 8°C
[1]
Working: 33°C – 25°C = 8°C

(c) Temperature is lowest at 06:00 because the ground has been losing heat through radiation all night (longwave radiation) with no incoming solar radiation. After sunrise, solar radiation (shortwave) heats the ground, which then heats the air by conduction. Temperature peaks at 14:00 (not 12:00) because there is a time lag — the ground continues to gain more heat than it loses until mid-afternoon.
[3]
Mark breakdown:

  • 1 mark: Nighttime radiative cooling explains 06:00 minimum
  • 1 mark: Solar heating during day explains rise
  • 1 mark: Time lag explains peak at 14:00 not 12:00

(d) Singapore is near the equator (low latitude), so day length is nearly constant (≈12 hours) year-round and the sun is always high in the sky, resulting in consistent solar heating and small diurnal range. / Maritime influence — surrounded by sea, which has high heat capacity and moderates temperature changes.
[1]
Either reason acceptable.


Question 9

(a) Imported Water (40%)
[1]

(b) "Weather-resilient" means these sources are not dependent on rainfall or weather conditions. NEWater is produced from treated used water (recycled), and desalinated water comes from seawater — both are available regardless of drought or dry weather.
[2]
Mark breakdown: 1 mark for "not dependent on rainfall/weather", 1 mark for explaining NEWater/desalination independence.

(c) 55%
[1]
Working: NEWater (30%) + Desalinated Water (25%) = 55%

(d) High energy consumption / cost — desalination (reverse osmosis) requires large amounts of electricity, making it expensive and contributing to carbon emissions unless renewable energy is used.
[1]
Other acceptable: Brine disposal environmental impact; high capital cost; membrane fouling/maintenance.


Section C: Data Analysis & Geographical Skills [12 marks]

Question 10

(a) Site A (Upstream) has the best water quality.
[3]
Evidence (any two):

  • Highest Dissolved Oxygen (7.2 mg/L) — indicates clean, well-oxygenated water supporting aquatic life
  • Lowest BOD (1.2 mg/L) — indicates low organic pollution
  • Lowest Turbidity (5 NTU) — indicates clear water with little suspended sediment
  • Lowest Nitrate (0.5 mg/L) — indicates minimal nutrient pollution
  • pH closest to neutral (7.0)
    Mark breakdown: 1 mark for correct site, 1 mark per valid parameter with correct comparison (max 2 marks for parameters).

(b) Turbidity increases steadily from Site A (5 NTU) to Site B (15 NTU) to Site C (45 NTU).
[1]
Key word: "increases" or "worsens" downstream.

(c) Possible human activities at midstream (Site B):
[2]

  • Residential/urban runoff — detergents, sewage leaks, fertiliser from gardens increase BOD and nitrates
  • Agriculture/farming — fertiliser runoff (nitrates) and animal waste (BOD)
  • Industrial discharge — organic effluents (BOD) and chemical pollutants
  • Construction — sediment runoff (turbidity) and cement wash (pH/BOD)
    Mark breakdown: 1 mark for valid activity, 1 mark for linking to BOD/nitrate increase.

(d) Bar graph (or column chart)
[2]
Reason: Dissolved Oxygen is discrete data for three separate categories (sites) — a bar graph allows easy comparison of values between sites. A line graph would imply continuous change between sites, which is misleading. A pie chart shows proportions of a whole, not comparison of absolute values.
Mark breakdown: 1 mark for correct graph type, 1 mark for valid justification.


Question 11

(a) Bars drawn for:

  • Motorcycles: 95 (height ~4.75 intervals of 20)
  • Lorries/Vans: 38 (height ~1.9 intervals)
  • Bicycles/PMDs: 15 (height ~0.75 intervals)
    [3]
    Marking: 1 mark per bar correctly drawn to scale (± half interval). Bars should be adjacent (compound bar) or grouped — accept either if consistent.

(b) 26.8%
[2]
Working:

  • Total vehicles = 185 + 22 + 95 + 38 + 15 = 355
  • Motorcycles = 95
  • Percentage = (95 ÷ 355) × 100 = 26.76...% ≈ 26.8% (1 d.p.)
    Mark breakdown: 1 mark for correct total, 1 mark for correct percentage to 1 d.p.

(c) The conclusion is not fully supported.
[3]
Evaluation:

  • Supporting: Cars (185) are the single largest category (52.1% of total) — private cars dominate numerically.
  • Challenging: Motorcycles (95, 26.8%) and Lorries/Vans (38, 10.7%) together make up 37.5% — significant non-car traffic. Buses (22) carry many passengers per vehicle. Congestion is caused by total vehicle volume and road space, not just car count. Motorcycles and lorries also occupy road space.
    Mark breakdown: 1 mark for acknowledging cars are largest group, 1 mark for identifying other significant contributors, 1 mark for reasoned evaluation (congestion depends on multiple factors).

Question 12

(a) There is a negative correlation — as distance from the city centre increases, population density generally decreases.
[2]
Detail: High density near centre (~25,000 at 2 km), low density far out (~8,000 at 22 km).
Mark breakdown: 1 mark for "negative correlation" or "decreases", 1 mark for data support.

(b) Anomaly at approximately 15 km from city centre with population density ~22,000 persons/km².
[2]
Mark breakdown: 1 mark for distance, 1 mark for density.

(c) Possible reasons:
[1]

  • A major satellite town (e.g., Jurong East, Tampines) with high-density HDB flats located at that distance
  • Commercial/industrial zone with high daytime population
  • Transport hub (MRT interchange) attracting dense development
  • Data error or different planning policy for that estate
    Any one valid reason.

(d) The statement is incorrect.
[2]
Evidence: The decrease is not constant — the gradient varies. Density drops sharply in the first 5–10 km, then more gradually. The anomaly at 15 km (22,000) is higher than points at 10 km and 20 km, showing the rate of decrease is not constant.
Mark breakdown: 1 mark for "incorrect", 1 mark for evidence (non-linear trend / anomaly).