Geographical Skills
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Geographical Skills
Every geography exam question comes wrapped around a map, a graph, a photo, or a piece of text — and your job is to read, measure, and describe exactly what's there, not what you assume is there.
Summary — What This Chapter Covers
- Maps: grid references (4 & 6 figure), scale & distance measuring, bearings, height (contours, spot heights, trig points), topography, cross-sections, and map keys.
- Graphs & Diagrams: line graphs, bar charts, histograms, compound bar charts, population pyramids, pie charts, rose diagrams, triangular graphs, scatter graphs, choropleth maps, proportional symbol maps, and pictograms — plus when each one is the "right tool for the job."
- Written Material: extracting information from text sources (articles, leaflets, reports) and answering "describe / suggest" style questions using only what's given.
- Photographs & Pictorial Material: describing what you can literally see (not what you infer), and drawing labelled field sketches.
1. Maps
Every Paper 2 exam includes a topographical map — it could be from anywhere in the world. It always comes with a key, a scale, and grid lines (northings and eastings). Almost every mark on the map questions depends on you using these three things correctly, so this is the single most "free marks if you know the method" part of the whole exam.
Grid References
Think of the map as a giant piece of graph paper. The numbers running along the bottom of the map are the eastings (they tell you how far east you are). The numbers running up the side are the northings (how far north you are). The golden rule for remembering the order is: "along the corridor, up the stairs" — read the easting first (walk along the bottom), then the northing (climb up the side).
17, 51
175, 512
Worked Example (from the textbook): What is the six-figure grid reference of the junction to the north of point B in Fig 1.1?
Answer: 017 517
Scale & Measuring Distance
IGCSE maps are almost always scaled at 1:25,000 (1 cm on the map = 250 m in real life) or 1:50,000 (1 cm = 500 m in real life). The number after the colon tells you how many real-world centimetres are "packed into" each centimetre on the paper — so a bigger second number means the map covers a much larger area in less detail.
Bearings
A bearing is a precise compass direction given as a number of degrees, always measured clockwise from north (0°). There are 16 named compass points (N, NNE, NE, ENE, E... all the way round), but for exact bearings you use a protractor.
Worked Example: B is south-west of A → the bearing works out as 230°. Notice: south-west sits between 180° (S) and 270° (W), and 230° is indeed in that range — a great way to sanity-check your protractor reading.
Height & Topography
Height on a map is shown three ways:
| Method | What it looks like | What it tells you |
|---|---|---|
| Spot height | A dot with a number next to it | The exact height at that single point |
| Contour line | A brown/orange line joining points of equal height | The shape of the land — usually at 5 or 10 m intervals |
| Trig station | A small black triangle with a number | An exact surveyed height, often on a hilltop |
Cross-Sections
A cross-section is essentially a "side view slice" through the landscape along a line drawn on the map — imagine cutting through a hill with a knife and looking at the exposed slice.
2. Mark the paper every time a contour line crosses it, noting the height value.
3. Transfer these marks onto graph paper: horizontal axis = distance along A–B, vertical axis = height (metres).
4. Plot each height at its correct position and join the points with a smooth curve.
Map Keys
Every map has a key/legend translating its symbols into meaning — things like chimneys, castles, waterfalls, dwellings, monuments, shorelines, and depth contours. You won't need to memorise every symbol, but you must be comfortable cross-referencing the key constantly while answering questions — never guess at what a symbol means.
2. Graphs & Diagrams
Before picking a graph type, you first need to know what kind of data you're dealing with:
| Data type | Definition | Example |
|---|---|---|
| Continuous | Can take any value within a range | Height, temperature, weight |
| Discrete | Can only take certain fixed values | Shoe size, number of buses |
| Quantitative | Expressed as numbers | Rainfall in mm |
| Qualitative | Cannot be expressed as numbers | Opinions, descriptions |
Line Graphs
The simplest way to show continuous data changing over time or space — both axes are numerical. A river cross-section is actually a special type of line graph.
| Strengths | Limitations |
|---|---|
| Shows trends/patterns clearly; quick to draw; anomalies stand out | Doesn't show causes/effects; can mislead if axis scales are changed; multiple lines get confusing |
Bar Charts & Histograms
A bar chart is for discrete data — bars are equal width, equally spaced apart (gaps between bars), and can be compared easily. A histogram looks similar but is for continuous data — bars must touch with no gaps, because the data flows continuously from one category into the next.
Compound (Divided) Bar Charts
Bars are split into segments that stack up to 100%, letting you show several categories within one bar — e.g. numbers of cars, buses, lorries and bikes at a traffic count, all in a single stacked column per time period.
Population Pyramids
A special type of histogram, split into male (left) and female (right), showing age-sex structure of a population. The overall shape tells a story: a wide base = high birth rate (younger population); a narrow base = declining birth rate (ageing population).
Pie Charts
Shows proportions of a whole — segments must add up to 100%. Best used for a small number of categories only, or it becomes a mess of thin slices.
Rose Diagrams
Uses multidirectional axes (like a compass rose) to plot data such as wind direction. Bars point outward in the direction the data relates to, with length showing frequency/value.
Triangular Graphs
Used when data splits into exactly three components that add up to 100% — classic example: soil composition of clay/sand/silt. Read each side in the direction shown by the arrows (can be clockwise or anticlockwise — always check!).
Scatter Graphs & Correlation
Used to show the relationship between two variables (e.g. width vs depth of a river channel). Points are never connected — instead, you draw a single straight line of best fit through the middle of the scatter to show the overall trend.
| Correlation type | What it looks like | Meaning |
|---|---|---|
| Positive | Bottom-left to top-right | As X increases, Y increases too |
| Negative | Top-left to bottom-right | As X increases, Y decreases |
| No correlation | Scattered, no clear pattern | No relationship between the variables |
Choropleth Maps
Maps shaded in different tones of one colour according to a key — darker shade usually = higher value (e.g. income, population density, rainfall). Good for showing a "big picture" pattern across an area, but makes it look like there's a sharp boundary change between adjacent regions even when the real change is gradual.
Proportional Symbols Maps
Circles (or other symbols) are drawn in different sizes proportional to a value at each location — e.g. bigger circle = higher GDP. Great for comparing many places at once, but hard to read the exact value and symbols can overlap when data is close together geographically.
Pictograms
Data shown using repeated symbols/icons drawn to scale, where each symbol = a set value (shown in a key). A symbol can be partial to represent a proportion (e.g. half a car icon = half the standard value). Useful for discrete data when exact accuracy isn't critical.
3. Written Material
Sources can be books, leaflets, posters, newspapers, journals — anything printed. The exam will usually give you a short passage and ask you to extract specific pieces of information from it only — meaning you must not bring in outside knowledge unless the question specifically allows it (watch for wording like "using Fig. X only" vs "suggest," which invites your own understanding too).
Suggest = use your own geographical knowledge and understanding to propose likely reasons — you're allowed (expected) to go beyond the text here.
Worked Example (from textbook): A passage describes ways food supply was increased — irrigation, fertiliser, deforestation, terracing, mechanisation, etc. Asked for "two ways of increasing the area cultivated" and "two ways of making agriculture more intensive," using Fig. 6.1 only:
Intensification: increased fertiliser input, mechanisation, improved crop varieties, better cultivation/harvesting methods.
4. Photographs & Pictorial Material
This tests pure observation. The command word is almost always "describe" — and that word has a very specific meaning here: say exactly what you can see in the photo, nothing you're inferring or assuming.
When describing a photo, systematically scan for:
- Physical features: vegetation, relief, drainage, distinctive landforms (cliffs, rivers, deserts)
- Human features: buildings, industry, transport, urban/rural/fringe setting
- Relief: height and shape of the ground surface
- Agriculture: animals, crop type, land use, farm buildings
- Settlements: rural/urban, building types, spacing pattern (linear/dispersed/nucleated)
- Housing: size, number of storeys, condition, vacant plots
Field Sketches
A labelled sketch drawn from a photo or real observation, used to highlight key geographical features. Must include: a title, location/site number, compass direction, and clearly labelled key features.
• Always draw in pencil
• Use colour to highlight a feature
• Use a ruler for straight label lines and arrows
• Arrows must point to the feature itself, never to the label text
• Never let label lines cross each other
• Write labels horizontally, in pen
Worked Example: A photo shows a waterfall in a river's upper course. Question: identify the landform, then sketch and label its key features.
What to Memorise
Concepts Checklist
Exam Tips — Traps & What Examiners Want
- 2. Graphs & Diagrams
- 4. Photographs & Pictorial Material
- Exam Tips — Traps & What Examiners Want
- Scale & Measuring Distance
- Height & Topography
- Bar Charts & Histograms
- Scatter Graphs & Correlation
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