'East' is related to 'West' in the same way as 'North-east' is related to '______
South-West
The question asks us to find the relationship between 'North-east' and another direction, based on the relationship provided between 'East' and 'West'. This is a type of analogy question that deals with spatial or directional relationships.
Let's first analyse the given relationship:
On a standard compass or map, East and West are directly opposite directions. Moving East takes you in the opposite direction of moving West.
Now, we need to apply the same relationship to 'North-east'. The relationship is 'opposite'. Therefore, we need to find the direction that is directly opposite to 'North-east'.
To find the opposite of a compound direction like 'North-east', we can consider the opposite of its components:
Combining the opposites of the components, the direction opposite to 'North-east' is 'South-west'.
Visually, imagine a compass. North is at the top, South at the bottom, East to the right, and West to the left. North-east is diagonally between North and East. The direction diagonally opposite to North-east would be located between South and West, which is South-west.
Let's look at the options provided:
Comparing our derived opposite direction ('South-west') with the options, we find that Option 2 matches.
Therefore, 'East' is related to 'West' in the same way as 'North-east' is related to 'South-West'.
| Direction | Opposite Direction |
|---|---|
| North | South |
| South | North |
| East | West |
| West | East |
| North-east | South-west |
| South-west | North-east |
| North-west | South-east |
| South-east | North-west |
Directions are fundamental concepts used for navigation and spatial orientation. They are typically based on the four cardinal directions: North, South, East, and West.
Understanding the arrangement of these directions on a compass rose is key to solving directional analogy problems. Opposite directions are those that lie 180 degrees apart from each other on the compass.
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