The following question is based on the following information:

1. P # Q means Q is at $1$ metre to the right of P.

2. P $ Q means Q is at $1$ metre to the north of P.

3. P * Q means Q is at $1$ metre to the left of P.

4. P @ Q means Q is at $1$ metre to the south of P.

In the given question, the first person from the left is facing North.

According to M # N $ T, T is in which direction with respect to M?

Read the following information carefully and answer the question which follows.

If $\text{'}A\times B\text{'}$  means ‘A is to the South of B’

 If $\text{'}A+B\text{'}$ means ‘A is to the North of B’

If $\text{'}A\%B\text{'}$means ‘A is to the East of B’

If $\text{'}A-B\text{'}$means ‘A is to the West of B’

Read the following information carefully and answer the question which follows.

If $\text{'}A\times B\text{'}$  means ‘A is to the South of B’

 If $\text{'}A+B\text{'}$ means ‘A is to the North of B’

If $\text{'}A\%B\text{'}$means ‘A is to the East of B’

If $\text{'}A-B\text{'}$means ‘A is to the West of B’

In the equation F % Q + R - S , S is in which direction with respect to Q?

Read the following information carefully and answer the question which follows.

If $\text{'}A\times B\text{'}$  means ‘A is to the South of B’.

 If $\text{'}A+B\text{'}$ means ‘A is to the North of B’.

If $\text{'}A\%B\text{'}$ means ‘A is to the East of B’.

If $\text{'}A-B\text{'}$ means ‘A is to the West of B’.

The information is provided in the coded form. Decode the information to answer the question that follows.

$A\#B$ means A is $3$ km East of B.

$A\%B$ means A is $3$ km West of B.

$A@B$ means A is $4$ km North of B.

$A<B$ means A is $4$ km South of B.

If it is given that $Z<R; V\%X@Y; V<W; U@W; U\#R$, then what is the direction of $X$ with respect to $Z$?

Read the following information carefully and answer the question below it:
(i) $P \alpha Q$ means $Q$ is to right of $P$ at distance of one metre.
(ii) $P \beta Q$ means $Q$ is to the north of $P$ at a distance of one metre.
(iii) $P \gamma Q$ means $Q$ is to left of $P$ at a distance of one metre.
(iv) $P \eta Q$ means $Q$ is to the south of $P$ at a distance of one metre.
In the given question, all the persons are facing south.

If $M \gamma N \eta G \beta K$, then K is in which direction with respect to M?

The information is provided in coded form. Decode the information to answer the question that follows.

$\mathrm{A}\#\mathrm{B}$ means A is $3$ km East of B.
$\mathrm{A}\%\mathrm{B}$ means A is $3$ km West of B.
$\mathrm{A}@\mathrm{B}$ means A is $4$ km North of B.
$\mathrm{A}<\mathrm{B}$ means A is $4$ km South of B

If it is given that $\mathrm{L}@\mathrm{P}\#\mathrm{Q}@\mathrm{R}; \mathrm{S}\#\mathrm{R}; \mathrm{S}\%\mathrm{O}; \mathrm{N}<\mathrm{M}; \mathrm{N}@\mathrm{O}$, then what is the direction of N with respect to Q?

The following question is based on the following information:

1. $P\#Q$ means Q is at $1$ metre to the right of P.

2. $P\$Q$ means Q is at $1$ metre to the north of P.

3. $P*Q$ means Q is at $1$ metre to the left of P.

4. $P@Q$ means Q is at $1$ metre to the south of P.

In the given question, the first person from the left is facing North.

The following question is based on the following information:

P$\#$Q means Q is at $1$ metre to the right of P
P$\$$Q means Q is at $1$ metre to the north of P
P$*$Q means Q is at $1$ metre to the left of P
P$@$Q means Q is at $1$ metre to the south of P.

In the given question, the first person from the left is facing North.