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\ 06-Jan-2025 Surendra Prajapati Proof-7 Reader’s Sign _______________________ Date __________
One day Abhay’s father forgot to take an important paper from
his house to office. He asked Abhay to drop that paper to his Think and Answer
office. Which of these maps will be useful in guiding Abhay to Observe the map, and identify
his father’s office? what information it is giving.
In the map shown in Fig. (a), it will take a lot of time for Abhay N
to find his father’s office as it does not give any information W E
about the distance and the landmarks. However, the map given S
in Fig. (b) shows the actual distance and landmarks alongside
the road. Using these landmarks, Abhay will easily know when
to turn left and when to turn right on his way to his father’s
office. Surely, such a map is more useful in locating a place.
Some important points related to the map are:
• A map uses different symbols for different landmarks.
• A map shows the correct directions of a location. N-S
direction is shown by a pointer and the arrow of the pointer in a map always indicates North.
• A map represents everything proportional to their actual size.
• A particular scale is used to draw a map so that the lengths drawn on the map are proportional
with respect to the size of the original figures.
• A good map must show the location of a particular object/place in relation to other objects/places.
• The map must indicate directions like North and South.
Use of Scale
We know that the distance between two places on a map is
proportional to actual distance between these places. This is done Remember
by using the concept of scale. A scale can vary from map
Suppose that the actual distance between two places A and B is to map but within a map, the
scale is kept constant.
10 km. Since, 10 km cannot be displayed on a map, so the distance When we need to show a
can be scaled as follows: 1 cm = 10 km or 1 mm = 1 km. For the map, larger place on a small map,
we can either choose 1 cm or 1 mm to represent 1 km or 10 km and then 1 cm or 1 mm is used to
so on. These assumptions are called the scale for that map. represent larger distances.
Example 1: Read the map of the given society and answer the
following questions.
219 Visualising Solid Shapes

