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If A is to the South of B and C is to the East of B, in what direction is A with respect to C?
  • a)
    North-east
  • b)
    North-west
  • c)
    South-west
  • d)
    South-east
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
If A is to the South of B and C is to the East of B, in what direction...
According to given conditions,

Hence, A is to the ‘South-West’ of C.
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If A is to the South of B and C is to the East of B, in what direction...
Key Points:
- A is to the South of B
- C is to the East of B
- We need to determine the direction of A with respect to C

Explanation:
To determine the direction of A with respect to C, we need to consider the relative positions of A, B, and C.

1. Position of A and B:
- A is to the South of B: This means A is located below or beneath B in a straight line, with B being above or on top of A.
- We can represent this relationship as:
B
A

2. Position of B and C:
- C is to the East of B: This means C is located to the right of B in a straight line, with B being on the left of C.
- We can represent this relationship as:
B --> C

3. Combining the positions of A, B, and C:
- Since A is located below B and C is located to the right of B, we can infer that A is also located below C.
- We can represent this relationship as:
B --> C
|
A

4. Determining the direction of A with respect to C:
- Based on the above representation, we can see that A is located in the southwest direction with respect to C.
- Therefore, the correct answer is option 'c) South-west'.

In conclusion, A is in the south-west direction with respect to C.
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If A is to the South of B and C is to the East of B, in what direction...
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If A is to the South of B and C is to the East of B, in what direction is A with respect to C?a)North-eastb)North-westc)South-westd)South-eastCorrect answer is option 'C'. Can you explain this answer?
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