Deepak starts walking straight towards east. | vedclass

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Question

(D) Let the starting point be $A$. Deepak walks $75 \, m$ towards the east to reach point $B$. From $B$,he turns left and walks $25 \, m$ to reach poi

Vedclass · Accepted Answer

None of these

Vedclass · Answer

(D) Let the starting point be $A$. Deepak walks $75 \, m$ towards the east to reach point $B$. From $B$,he turns left and walks $25 \, m$ to reach point $C$. From $C$,he turns left and walks $40 \, m$ to reach point $D$. From $D$,he turns left and walks $25 \, m$ to reach point $E$. Since the distance $BC = 25 \, m$ and $DE = 25 \, m$,point $E$ lies on the line segment $AB$. The distance $AE = AB - EB$. Since $EB = DC = 40 \, m$,we have $AE = 75 \, m - 40 \, m = 35 \, m$. Thus,Deepak is $35 \, m$ away from the starting point. Since $35 \, m$ is not among the given options,the correct answer is 'None of these'.

Deepak starts walking straight towards east. After walking $75 \, m$,he turns to the left and walks $25 \, m$ straight. Again he turns to the left,walks a distance of $40 \, m$ straight,and again he turns to the left and walks a distance of $25 \, m$. How far is he from the starting point?

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