Manisha is $2\text{m}$ to the East of Dolly, Fina is $3\text{m}$ to the South of Manisha, and Kareena is $2\text{m}$ to the West of Fina. In which direction is Manisha with respect to Kareena?

Let us trace the coordinates of each person, establishing Dolly at the origin $(0,0)$:
1. Manisha is $2\text{m}$ to the East of Dolly $⟹\text{Manisha}=(2,0)$.
2. Fina is $3\text{m}$ to the South of Manisha $⟹\text{Fina}=(2,0-3)=(2,-3)$.
3. Kareena is $2\text{m}$ to the West of Fina $⟹\text{Kareena}=(2-2,-3)=(0,-3)$.

Now, we need to find the direction of Manisha $(2,0)$ with respect to Kareena $(0,-3)$:

* Comparing x-coordinates: $2>0$, so Manisha is to the East of Kareena.
* Comparing y-coordinates: $0>-3$, so Manisha is to the North of Kareena.

Combining these, Manisha is in the North-East direction with respect to Kareena.