If A is to the sourth of B and C is to the east of B, in what direction is A with respect to C ?

Options

A. Northe-east
B. North-west
C. South-east
D. South-west

Explanation

To solve the problem step by step, we need to visualize the positions of A, B, and C based on the given directions.

### Step 1: Understand the positions of A and C with respect to B
- We know that A is to the south of B. This means if we place B at a point, A will be directly below B.
- We also know that C is to the east of B. This means if we place B at a point, C will be directly to the right of B.

### Step 2: Visualize the positions
- Let's assume B is at the center of a coordinate system (0,0).
- If B is at (0,0), then A, being south of B, will be at (0,-1) (one unit down).
- C, being east of B, will be at (1,0) (one unit to the right).

### Step 3: Determine the direction of A with respect to C
- Now we need to find the direction of A (0,-1) with respect to C (1,0).
- To do this, we can visualize or calculate the relative position of A from C.
- From C (1,0) to A (0,-1), we can see that we move one unit left (to the west) and one unit down (to the south).

### Step 4: Identify the resultant direction
- Moving one unit left (west) and one unit down (south) from C leads us to the south-west direction.

### Conclusion
- Therefore, A is in the south-west direction with respect to C.

### Final Answer
- A is in the south-west direction with respect to C.

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