Coded Direction Sense

In the following question is based on the following information:

A $\#$ B means B is $5 \mathrm{m}$ to the right of A.
A $\$$ B means B is $5 \mathrm{m}$ to the North of A.
A $*$ B means B is $5 \mathrm{m}$ to the left of A.
A $@$ B means B is $5 \mathrm{m}$ to the South of A.

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

Directions: Each of the following questions is based on the following information:

A # B means B is $5$m to the right of A.
A $ B means B is $5$m to the North of A.
A * B means B is $5$m to the left of A.
A @ B means B is $5$m to the South of A.

According to P # R $ A * U, in which direction is U with respect to P?

Directions: Each of the following questions is based on the following information:

A # B means B is 5m to the right of A.
A $ B means B is 5m to the North of A.
A * B means B is 5m to the left of A.
A @ B means B is 5m to the South of A.

According to X @ B * Y, Y is in which direction with respect to X?

Read the following information carefully and answer the question given below-

A $+$ B means A is $10$ Meter 'North' of B.
A $-$ B means A is $10$Meter 'South' of B.
A $*$ B means A is $5$ Meter 'East' of B.
A @ B means A is $15$ Meter 'West' of B.

In a code M$+$N$@$O$-$P$*$Q is written, the point 'P' is in which direction to point N?

Study the following information carefully and answer the question given below.
A$\%$B $\left(14\right)$- A is $30\mathrm{m}$, in north of B.
A$\$$B $\left(23\right)$- A is $39\mathrm{m}$, in south of B.
A$\#$B $\left(18\right)$- A is $25\mathrm{m}$, in east of B.
A$\&$B $\left(25\right)$- A is $32\mathrm{m}$, in west of B.
M$\#$L $\left(16\right)$, N$\%$M $\left(13\right)$, O$\&$N $\left(16\right)$, P$\$$O $\left(42\right)$, Q$\#$P $\left(32\right)$, R$\%$Q $\left(13\right)$

If X is the midpoint of the line formed between M and R, then what is the distance between L and X?

Study the following information carefully and answer the question given below.
A$\%$B $\left(14\right)$- A is $30\mathrm{m}$, in north of B.
A$\$$B $\left(23\right)$- A is $39\mathrm{m}$, in south of B.
A$\#$B $\left(18\right)$- A is $25\mathrm{m}$, in east of B.
A$\&$B $\left(25\right)$- A is $32\mathrm{m}$, in west of B.
M$\#$L $\left(16\right)$, N$\%$M $\left(13\right)$, O$\&$N $\left(16\right)$, P$\$$O $\left(42\right)$, Q$\#$P $\left(32\right)$, R$\%$Q $\left(13\right)$

O is in which direction with respect to Q?

Read the directions given below and answer the question given below.

It is as long as;
North direction- $\$$
South direction- $\#$
East direction- $@$
West direction- $*$
 
Ram was going out from his house within the morning to travel to his workplace, then to finally reach the athletic facility. thus he came out of his house and commenced to steer within the ‘$@$‘ direction. when walking for $10$ metric linear unit straight, he stopped at the tea stall. After that, he started walking towards the salon, which is at a distance of $12$ metric linear unit within the ‘$\$$‘ direction from the tea stall. After that, he walked out from the salon towards the temple, which is at a distance of $20km$ within the ‘$*$‘ direction from the salon. Then he started walking for $30$ metric linear units within the ‘$\#$‘ direction from the temple towards a stationary look. Then he started occupation ‘$@$‘ direction to the bus stand, that is $25$ metric linear unit faraway from the stationary look. Then he boarded a bus and travelled for $12$ metric linear units from the bus stand to succeed in his workplace in ‘$\$$‘ direction. After that, he finally started walking from his workplace towards an athletic facility that is at a distance of $10$ metric linear units and in ‘$@$’ direction from his workplace.

Ram’s house is in which direction with respect to the gym?

If it is given that Z < R; V % X @ Y; V < W; U @ W; U # R, then what is the shortest distance between V and Y?

If it is given that L @ P # Q @ R; S # R; S % O; N < M; N @ O, then what is the direction of N with respect to Q.

If it is given that L @ P # Q @ R; S # R; S % O; N < M; N @ O, then what is the distance between N and P?

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?

Direction: Read the following information carefully and answer the question given below-
In certain coding language, the directions are coded as per below conditions.

A@B means – A is North of B

A%B means – A is South of B

A#B means – A is East of B

A $ B means – A is West of B

@ and $ means the distance between the two points is either 4m or 8m.

% and # mean the distance between the two points is either 3m or 7m.

AB > CD Means the distance between point A and B is greater than that of point C and D.

Example: A @ B means A is north of B and the distance between A and B is either 4m or 8m and so on.

Condition:

T#Q, U%Q, R@V, S#V, R $ U, S@W, P#W, TQ >  WP, VS > RU

If N#M, N@O \( \$ \) K, RV > NO and the point M is Exactly to the east of U and also to the South of T. Then what is the shortest distance between Point S and Point O?

What may be the maximum possible distance between point T and point P?

Direction: Read the following information carefully and answer the question given below-
In certain coding language, the directions are coded as per below conditions.

A@B means – A is North of B

A%B means – A is South of B

A#B means – A is East of B

A $ B means – A is West of B

@ and  $ means the distance between the two points is either 4m or 8m.

% and # means the distance between the two points is either 3m or 7m.

AB > CD Means the distance between point A and B is greater than that of point C and D.

Example: A @ B means A is north of B and the distance between A and B is either 4m or 8m and so on.

Condition:

T#Q, U%Q, R@V, S#V, R $ U, S@W, P#W, TQ >  WP, VS > RU

In which direction point P with respect to point T?

What is the direction of point P with respect to point U?

If point M is placed 3 meters north of point P. What will be the distance between points U and M?

P # R % S % Q $\$$ T, Then R is in which direction with respect to Q and at what distance?

A # B @C \( \$ \) D@ E, then E is in which direction with respect to B?

E $\$$ F @ G # H, then H is in which direction with respect to E and what is distance between H and E?

A # B % C $\$$ D, then D is in which direction with respect to A?