Naseer started from point 'X' and walked straight $3\text{km}$ West, then turned left and walked straight $3\text{km}$, and again turned left and walked straight $7\text{km}$. In which direction is he now from the starting point 'X'?

Let's trace Naseer's path step-by-step on a Cartesian coordinate plane starting at $X(0,0)$:
1. **Walks $3\text{km}$ West:** Moves to coordinate $(-3,0)$.
2. Turns left: Facing West, a left turn shifts his direction to South. Walking $3\text{km}$ leads him to coordinate $(-3,-3)$.
3. Turns left again: Facing South, a left turn shifts his direction to East. Walking $7\text{km}$ eastwards changes his x-coordinate: $-3+7=4$. His final position is $(4,-3)$.

From the origin $X(0,0)$, the coordinate position $(4,-3)$ lies in the South-East quadrant.