(A) $1$. Raman starts from $P$ and walks $5 \, km$ South to reach $Q.$$2$. At $Q,$ he takes a right turn (facing West) and walks $5 \, km$ to reach a

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(A) $1$. Raman starts from $P$ and walks $5 \, km$ South to reach $Q.$$2$. At $Q,$ he takes a right turn (facing West) and walks $5 \, km$ to reach a point.$3$. Then he takes a left turn (facing South) and walks $5 \, km$ to reach point $R.$$4$. Finally,he takes a left turn (facing East) and walks $5 \, km$ to reach point $S.$$5$. Point $S$ is $5 \, km$ South of point $Q.$ Therefore,to reach point $Q$ from point $S,$ Raman must walk in the North direction.

Competitive Reasoning Direction Sense Test Direction Sense Test

Medium

Raman starts from point $P$ and walks towards South and stops at point $Q.$ He now takes a right turn followed by a left turn and stops at point $R.$ He finally takes a left turn and stops at point $S.$ If he walks $5 \, km$ before taking each turn,towards which direction will Raman have to walk from point $S$ to reach point $Q$?

A
North
B
South
C
West
D
East

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