Syllabus Edition

First teaching 2025

First exams 2027

|

Cartographic skills (Cambridge (CIE) IGCSE Geography): Revision Note

Exam code: 0460 & 0976

Bridgette Barrett

Written by: Bridgette Barrett

Reviewed by: Jacque Cartwright

Updated on

Maps

  • Questions in the exam will be based on topographical maps 

    • The maps can be from anywhere in the world

    • Maps will have a key, scale, northings and eastings

    • These all need to be used to answer the questions

Grid references

Grid references

  • 4-figure are used to locate specific grid squares within the map

    • The first two figures are the eastings, which indicate how far east or west a grid is across the map

    • The second two figures are the northings, which indicate how far north or south a grid is on the map

  • 6-figure grid references are used to locate exact points within grid squares

    • The first three figures are the eastings 

    • The second three figures are the northings

  • To find a 4- and 6 figure grid reference

    • To find the four-figure grid reference, give the number from the bottom of the map first, then the number from the side 

Grid with four squares, top-right shaded red. Black coordinates (17, 51) in red area. Red lines highlight square edges. Axes range 16-18, 50-52.
4 - figure grid reference
  • In image above, the 4-figure grid reference would be 17, 51

  • To give the 6-figure grid reference, you need to imagine that the grid square is divided into 100 smaller squares 

Grid coordinates with red lines and arrow pointing to a pink square, labelled 175,512. Black grid overlay covers the top right quadrant.
Six figure grid reference

Worked Example

Figure 1.1 shows some of the features around the main settlement at Misterbianco in the north-east of the map extract

Map grid showing areas labelled A, B, C, D, E with a curved line crossing through. The name Misterbianco is marked near the centre.

What is the six-figure grid reference for the junction to the north of B in Fig. 1?

[1 mark]

Answer

  • 017 517

Scale

  • Maps in exams will be scaled at either:

    • 1:25,000 (1 cm = 250 m in real life)

    • 1:50,000 (1 cm = 500 m in real life)

  • Distance measurement methods:

    • For straight or nearly straight distances:

      • Use a ruler

      • Use the edge of a straight piece of paper

    • Using map scale:

      • Mark distances on a piece of paper using the scale at the map's bottom

      • Lay the marked paper from first to second point to calculate distance

Topographic map section with contour lines, elevation gradients, and roads marked N86. Features locations like Fme de Missoule and L'her de Lembree.
Using scale to measure a straight line
  • Measuring curved route distances:

    • Divide the route into segments

    • Rotate and mark the paper in stages to calculate the full distance

  • Measuring road routes on the map:

    • Divide the route into straight sections using crosses

    • Use the paper to measure from A to the first cross

    • Rotate the paper, pivoting at the cross to mark the second cross

Topographic map section showing a route marked in red through Filot, highlighting Croix de Berger, with contour lines and a river marked "Eau".
Using scale to measure curved route distances

Area

  • The scale of a map is important when accurately calculating area

  • Areas can be divided into squares and triangles to make the calculation easier

    • The area of a rectangle = length x width

    • The area of a triangle = 1/2 base x height

  • For a map with the scale 1:25,000

  • To calculate an area where the length on the map is 4 cm and the width is 2 cm, the calculation is as follows:

    • Length 4 x 25,000 = 100,000 = 1,000 metres

    • Width 2 x 25,000 = 50,000 = 500 meters

  • Area in m2 = 1000 x 500 = 500,000 meters2 or 0.5km2

Bearings

  • Directions on a map should always be given using compass points

  • There are 16 compass points 

Compass rose diagram with sixteen cardinal and intercardinal points labelled: N, NNE, NE, ENE, E, ESE, SE, SSE, S, SSW, SW, WSW, W, WNW, NW, NNW.
Sixteen Compass Points
  • A grid bearing is measured from the grid north at 0°, east at 90°, south at 180°, and west at 270°

  • Grid bearings are given using a protractor

    • The 0º should be pointing north and the centre of the protractor should be on the place the bearing is been given from

    • The compass direction and grid bearing from the crossroads at A to the location at B

A topographical map featuring a protractor overlay with angles. Route A to B marked in red, highlighting locations and terrain features.
Illustration showing how to take a map bearing
  • On the map below, B is south-west of A 

  • The bearing is 280º

Height

  • There are three ways to display height:

    • spot height

    • contour lines

    • trigonometrical (trig) stations

  • Spot heights show the height at a specific point with the height measurement written next to it

  • Contour lines are isolines

    • They join points of equal height and are usually at 5 or 10-metre intervals (distance between the contour line)

    • This means that the height of the land increases by 5 or 10 metres between the lines

  • A trigonometrical (trig) station is marked by a small black triangle with a height measurement written next to it

Topography

  • The contour lines can also indicate the shape and slope of the land or topography

  • Contour lines close together indicate steep land

  • Contour lines very far apart indicate gently sloping or flat land, dependent on the distance apart

  • V-shaped valleys have a v-shaped set of contours 

  • A hill is shown by a set of circular contour lines

Diagram showing a mountain's side view with elevation in feet marked, alongside a top view contour map detailing elevation levels from 500 to 4,000 feet.
Contour lines 

Cross-sections

  • A cross-section is a slice through the landscape

  • They are represented on a map by a line, which is often labelled A at one end and B at the other

  • They use the contour lines to determine the height of the land

Topographic map showing Motta S. Anastasia area with roads, terrain elevations, and water bodies. Includes locations like Poggio S. Lucia and Via del Sieli.
Cross-section on a map
  • A piece of paper is then laid along the line and points A and B are marked on

  • The contour lines are then marked on each time they cross the paper

Topographic map section showing contour lines, rivers, roads, and settlements with elevations marked. Includes area names and a divided grid with coordinates.
Marking on the contour lines
  • These figures can then be used to create the cross-section 

Elevation graph depicting height in metres from 940520 to 000520, showing variable terrain with peaks and troughs, reaching up to 300 metres.
Cross-section

Key

  • Maps can be used to identify a range of landscape features

  • These may be physical and human features

  • Each map has a key to show what the symbols mean

Map key symbols for natural and man-made features, including buildings, forests, water structures, and contour lines, with descriptions in British English.
Map key example

You've read 0 of your 5 free revision notes this week

Unlock more, it's free!

Join the 100,000+ Students that ❤️ Save My Exams

the (exam) results speak for themselves:

Did this page help you?

Bridgette Barrett

Author: Bridgette Barrett

Expertise: Geography, History, Religious Studies & Environmental Studies Subject Lead

After graduating with a degree in Geography, Bridgette completed a PGCE over 30 years ago. She later gained an MA Learning, Technology and Education from the University of Nottingham focussing on online learning. At a time when the study of geography has never been more important, Bridgette is passionate about creating content which supports students in achieving their potential in geography and builds their confidence.

Jacque Cartwright

Reviewer: Jacque Cartwright

Expertise: Geography Content Creator

Jacque graduated from the Open University with a BSc in Environmental Science and Geography before doing her PGCE with the University of St David’s, Swansea. Teaching is her passion and has taught across a wide range of specifications – GCSE/IGCSE and IB but particularly loves teaching the A-level Geography. For the past 5 years Jacque has been teaching online for international schools, and she knows what is needed to get the top scores on those pesky geography exams.