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Trace the rou...

Question

Trace the route of the parade in Map if it starts from point A and ends at point B.

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Solution

We can follow either of two path yellow and the pink to reach point B from A.

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Similar questions

Q. The children look at this map to see the parade route.

(1) Trace the route of the parade in Map 3 and mark India Gate and Rajpath.
(2) Look at the map carefully and find out:
(a) Which of these is the longest road?
• B.S. Zafar Marg • Subhash Marg • Tilak Marg
(b) If Rubia is coming from Jama Masjid to join the parade, guess about how far she will have to walk.
(c) The total route of the parade is about how long?
• 3 km • 16 km • 25 km • 8 km

Q. This is a part of the parade-route Map 3.
(1) Can you see which part of the rout-map it is?
(2) Now try to make it bigger in this 2 cm grid. Remember that the 'shape' of the map should not change.
(3) If the parade route map is smaller, and the distance between India Gate and Vijay Chowk becomes 2 cm, what would be its scale?
• 1 cm on map = 1 km on ground
•

\frac{1}{2}

cm on map = 1 km on ground
• 2 cm on map = 1 km on ground

Q. While waiting for the parade, Kancha and some of his friends wonder where it will end. Vijay Chowk — Rajpath — India Gate — Tilak Marg — B.S. Zafar Marg — Subhash Marg — Red Fort. Kancha is carrying a newspaper with the route of the parade.

Which of the following routes is the longest?

Q. A man goes on trek from the bottom to the top of a mountain. He starts at

6

15

2017

from the bottom and reaches the top at

6

pm of the same day. On

16

2017

he starts from the top at

6

am and goes back following exactly the same route and reaches the bottom at

6

pm. Based on the given situation, the following possibilities are to be analysed.
I. It is not possible to find a point on the route which he will cross at the same time each day.
II. It is possible to find a point on the route which he will cross at the same time each day provided only if the travels on each day with equal uniform speed.
III. It is always possible to find a point on the route which he will cross at the same time each day irrespective of his speed of travel.

A point from a vector starts is called ...... and where it ends is called its ......

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