Types of Maps by Scale


There are three common types of map scales;
        i.            small,
      ii.            medium and
    iii.            large scale maps.

Small scale maps
a)      On a small-scale map the degree of reduction is much less and the ratio will be a smaller number.
b)      In East Africa, small scale maps are drawn to the scale of 1:1,000,000, 1:500,000, 1:250,000, 1:50,000.
Medium scale maps
  Are drawn at 1:25,000, 1:10,000 and 1:2500.
Important point to note
a.       If a linear scale is doubled, areas will be quadrupled.
b.      It follows that a map on a scale of 1:100,000 can show four times as much country as one on the same sheet of paper at 1:50,000.
c.       The type of the scale therefore determines the size of the map or the distance on the map and the true distance on the earth’s surface.
Assignment
  Why is the denominator of a small-scale map larger than that of a large-scale map?
Measurement of Distance along a Road or River
You need to follow the following procedure:
        i.            Divide the required route by light pencil marks into portions that are nearly straight.
      ii.            The next thing you should do is to measure carefully each of these sections with dividers or the edge of a piece of paper and note down the measurements.
    iii.            Add the lengths of various sections together and measure the total length on the linear scale.
Measurement of Areas
   Areas can be regular or irregular in shape. It is very simple to find their areas.
Regular Shapes
These are in form of
a.       rectangles,
b.      squares or
c.       Rectangles.
For a four-sized figure,
a.       The area is found by multiplying the width times length.
b.      This implies that you first measure the lengths.
The area of a triangle
        i.            The area of a triangular shape is found by
      ii.            first measuring the length of the base of the triangle, then
    iii.            measure the length of the perpendicular (height) from the base to the apex.
    iv.            The area is half the first measurement multiplied by the second. (0.5 x base x height)

Irregular Shapes
        i.            Unlike the regular shapes, irregular shapes cannot be accurately done using simple direct methods. What you need to do is:
      ii.            Divide the required shape approximately into rectangles and triangles or even circles.
    iii.            Calculate the area of these shapes and add up the result.
    iv.            Another method is to divide the area into equal squares of known area.
      v.            Then count the number of full squares of known area and each part of a square as half square and then add them together to get the total area. (half squares divide by two plus full squares) 
    vi.            Instead of dividing the area into equal squares, you can also trace the area to be measured.
  vii.            Trace off the outline of the area to be measured on square tracing paper and transfer the outline on square paper.
viii.            Tick off all completed squires in the outline and add up the total.
    ix.            Mark with dots all the half squares. Add up the total and divide by two.
      x.            To get the total area add up the number of complete squares and that of the half squares.
    xi.            Using the map scale provided, find the area of one square in order to calculate the approximate total area.
Striping Method
a.       Trace the shape of the area on paper to be measured.
b.      Draw stripes of uniform width to cover the whole area.
c.       Calculate the areas of each strip, which is a rectangle. The area obtained is the sum of individual strips and should be given in the same units of the scale of the map.
d.      Find the area of the rectangle and the two triangles, and then add up their areas.