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   In real life we see in 3D, but maps are only two
    dimensional. It is therefore difficult for maps to show
    three dimensions.
   It is possible,
    but very
    difficult, to
    create a form
    of 3D map such
    as those shown
    here.
   There are two
    ways maps try to
    show 3D:


   1. Profile
    (Side View)
   There are two ways
    maps try to show
    3D:


   2. Contour Map
    (Top View)
 A Contour Map Takes a
3D representation and
turns it into a 2D map.
 Contour lines are a
  map’s way of showing
  you how high the land
  is.
 They join together
  places of the same
  height and form
  patterns that help us to
  imagine what the land
  actually looks like.
   Contour lines
    are drawn in
    intervals that
    never change
    and never
    cross each
    other.
 Contour maps are used in atlases, because they can
  provide more detailed information about a location.
 For example, in the two boxes below we can predict
  the shape of the land based on the contour line.
   We can also learn about the steepness of the
    slope(in math class this would be called the
    gradient). In the box below we can see that
    the distance between the lines indicates the
    slope.                           steep



                                     cliff – lines
     gentle/
                                     are touching
     not steep
   The closer together the contour lines are, the steeper
    the land. Contour lines that are wide apart show us that
    the land is flatter.
 Stop here to do Contour
 Pages 1 & 2.
   Contour lines are created by first finding spot
    heights (heights at particular places) for a
    whole region and then connecting the
    locations that have identical spot heights.
   Below, you can see two examples of
    “connecting the dots” in order to create
    contour lines.
 Note that the contour lines have different contour
  intervals. Maps usually specify the contour interval.
 Usually the contour interval is a round number. Ex. 10
  metres or 100 metres
 Try connecting the dots in the example below.
 Note that the contour lines have different contour
  intervals. Maps usually specify the contour interval.
 Usually the contour interval is a round number. Ex. 10
  metres or 100 metres
 Try connecting the dots in the example below.
Geography Skills: Contours

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Geography Skills: Contours

  • 2.
  • 3. In real life we see in 3D, but maps are only two dimensional. It is therefore difficult for maps to show three dimensions.
  • 4. It is possible, but very difficult, to create a form of 3D map such as those shown here.
  • 5. There are two ways maps try to show 3D:  1. Profile (Side View)
  • 6.
  • 7. There are two ways maps try to show 3D:  2. Contour Map (Top View)
  • 8.
  • 9.  A Contour Map Takes a 3D representation and turns it into a 2D map.
  • 10.  Contour lines are a map’s way of showing you how high the land is.  They join together places of the same height and form patterns that help us to imagine what the land actually looks like.
  • 11. Contour lines are drawn in intervals that never change and never cross each other.
  • 12.  Contour maps are used in atlases, because they can provide more detailed information about a location.  For example, in the two boxes below we can predict the shape of the land based on the contour line.
  • 13.
  • 14.
  • 15.
  • 16. We can also learn about the steepness of the slope(in math class this would be called the gradient). In the box below we can see that the distance between the lines indicates the slope. steep cliff – lines gentle/ are touching not steep
  • 17. The closer together the contour lines are, the steeper the land. Contour lines that are wide apart show us that the land is flatter.
  • 18.  Stop here to do Contour Pages 1 & 2.
  • 19. Contour lines are created by first finding spot heights (heights at particular places) for a whole region and then connecting the locations that have identical spot heights.
  • 20. Below, you can see two examples of “connecting the dots” in order to create contour lines.
  • 21.  Note that the contour lines have different contour intervals. Maps usually specify the contour interval.  Usually the contour interval is a round number. Ex. 10 metres or 100 metres  Try connecting the dots in the example below.
  • 22.  Note that the contour lines have different contour intervals. Maps usually specify the contour interval.  Usually the contour interval is a round number. Ex. 10 metres or 100 metres  Try connecting the dots in the example below.