The Direction and Distance topic encompasses a wide array of question types, typically revolving around the positioning and spatial relationships between two or more individuals, objects, or entities. As such, numerous question variations can be formulated based on the location of a person, item, or product. Within this topic, we will delve into the principles and mechanics that underlie the concepts of Direction and Distance. Lets Understand.
There are four cardinal directions North (N), South (S), East (E), and West (W), and the four ordinal directions (also called the intercardinal direction) North-East (NE), North-West (NW), South-East (SE), and South -West (SW).
(a) Basic Direction based question:
Example 1: Ankita is in the east of Devesh and in the north of Esha. If Gagan is in the south of Esha, then Ankita is in which direction with respect to Gagan?
Sol:
let us understand it with the help of diagrams.
Let us start with Esha, and then from there, we can draw others’ positions as well.
Hence, Ankita is towards the North of Gagan.
(b) Degree-based questions:
* In the case of moving towards the left or right side, we assume that the movement is at an angle of 90 degrees.
in easy words we can say that:
Left turn = Anticlockwise turn
Right turn = Clockwise turn.
Example 2: Anamika is facing north. She turns 135 degrees in the anticlockwise direction and then another 180 degrees in the same direction. Find which direction she is facing now.
(a) East
(b) West
(c) North
(d) South-East
(e) North-East
Ans: e
Sol:
According to the question, she turns 135 degrees in the anticlockwise direction and then another 180 degrees in the same direction
Therefore, she turns total (135 + 180) = 315 degree anticlockwise
Hence, she turns 315 degrees to her left side.
In the primary stage if she faces north then, finally she will face the North-East direction.
(c) Coded Direction based question:
In such types of questions, the directions are given in a certain coded language.
Example: Direction: Study the following information carefully and answer the questions given below.
In a coded language:
N@M (11), O~N (13), P*O (11), Q&P (18); Then, M is in which direction with respect to Q?
(a) North
(b) West
(c) North-west
(d) East
(e) South-east
Ans: b
Sol:
M is in the west direction with respect to Q.
Note: To find the Shortest Distance between any two points:
Use the formula of Pythagoras’ theorem i.e., H2 = √(P2+B2 )
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