The following question is based on these five three-digit numbers given below.

684 512 437 385 296

What will be the resultant number if the second digit of the second lowest number is divided by the third digit of the highest number?

The following question is based on these five three-digit numbers given below.

684 512 437 385 296

Kailash faces towards North. Turning to his right, he walks 25 metres. He then turns to his left and walks 30 metres. Next, he move 25 metres to his right. He then turns to his right again and walks 55 metres. Finally, he turns to the right and moves 40 metres. In which direction is he now from his starting point?

Ravi wants to go to the university. He starts from his home which is in the East and come to a crossing. The road to the left ends is a theatre straight ahead is the hospital. In which direction is the university?  

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

The information is provided in coded form. Decode the information to answer the questions 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 L @ P # Q @ R; S # R; S % O; N < M; N @ O, then which of the following statement(s) is/are true?
i) L is to the Northeast of N.
ii) Distance between P and O is 5 km.
iii) M is to the Southwest of R. 

Amit walked $30$ meters towards east, took a right turn and walked $40$ meters. Then he took a left turn and walked $30$ meters. In which direction is he now from the starting point?

Deepak goes $12 \mathrm{km}$ south. Thus, he turns left and moves $14 \mathrm{km}$. Then, he turns to the right and moves $14 \mathrm{km}$ again. After that he turns right and goes $16 \mathrm{km}$ straight. Again, he turns right and goes $16 \mathrm{km}$ straight. Then, he takes a left turn and moves $2 \mathrm{km}$. Find out the distance between his starting point and his current position.