Math, asked by hm7658144, 2 months ago

a,b,c,d,e,f,g and h are sitting around a rectangular table​

Answers

Answered by RvChaudharY50
0

Complete Question :- Eight persons A, B, C, D, E, F, G and H are sitting around a rectangular table in such a way that two persons sit on each of the four sides of the table facing the center. Persons sitting on opposite sides are exactly opposite to each other. D faces North and sits exactly opposite to H . E is to the immediate left of H. A and G sit on the same side. G is exactly opposite of B who is to the immediate right of C. A is next to the left of D.

To Find :- Who is sitting opposite of A ?

a. G

b. D

c. E

d. None of the above .

Solution :-

Statement 1) :- D faces North and sits exactly opposite to H . E is to the immediate left of H.

Conclusion :-

  • D faces north => 2 possible positions in bottom length .
  • H is opposite of D => H faces south .
  • E is to the immediate left of H. => Position of H is fixed in top length .
  • Then, Position of D also fixed . And H also .

Statement 2) :- A and G sit on the same side. A is next to the left of D.

  • D is facing north . so, Next to the left of D means A is facing East . since G is also on same side . G is also facing East .

Statement 3) :- G is exactly opposite of B who is to the immediate right of C.

  • Position of B is fixed => Opposite of G and facing west .
  • Since , B is immediate right of C => Position of C is also fixed .

after all three conclusions we are left with only one position and one person F .

therefore, we can conclude that , F sits in bottom left, facing north , next to the right of D .

hence,

→ Opposite of A = C .

Option (d.) None of the above is correct answer .

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