Direction Sense Test Main Directions :
There are four main directions East, West, North, South.
East & West as well as North & South are opposite to each other. Sun always rises in the East and sets in the West.
Four Other Directions :
There are four other directions which lie in between the four main directions.
North-East (N-E)
North West (N-W)
South-East (S-E)
South-West (S-W)
Two Cyclic Directions :
Clockwise Directions : The direction of moving as clock's hand is called clockwise direction.
Anti-clockwise (Counter Clockwise) Directions : The direction of moving opposite to clock's hand is called anti-clockwise or counter clockwise direction.
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)
Note :
1. Angle between two main directions is 90
0 2. Angle between two sub directions is 90
0
3. Angle between main direction and subdirection is 45
0