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Maximum ten boxes are placed one above the other. There are four boxes between Box E and Box B, which at the topmost position. Two boxes are placed between Box E and Box C. One box is placed between Box C and Box D, which has 12 balls. One box is placed between Box F and Box D. Inferences: From above statements, Given, maximum 10 boxes are placed one above the other. Let the position of the box in lowermost is numbered as 1 and topmost is 10 (note: We start with 10 boxes, if necessary it can be changed with respect to given statements) Given, Box B is at topmost position. Then, Box E is fifth to below Box B (4 boxes between them) Box C is placed either 3rd to above Box E or 3rd to below Box E (2 boxes between them). Thus we get two possibilities. Case-1: Here, Box C is placed 3rd to above Box E. Then, Box D (12 balls) is placed 2nd to below Box C (1 box is between them). Box F is 2nd to below Box D (1 box is between them, only possibility) Case-2: Here, Box C is placed 3rd to below Box E. Then, Box D (12 balls) is placed 2nd to above Box C (1 box is between them, only possibility). Box F is 2nd to above Box D (1 box is between them, only possibility) By using above information, we get the following table as shown
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Statements: H # I, I @ J, J $ P
Conclusions: a) H # J b) H # P
Statements: F ≤ G < H; F ≥ I < J; I > K ≥ L
Conclusions:
I. I ≤ G
II. J ≥ L
III. I > H
Statements: 2 < 4 = 8 ≤ 6; 4 ≥ 9 = 7 ≥ 10
Conclusions: I. 6 > 10 II. 6 = 10
Statements: I = H ≥ T = W ≥ M; N < L ≤ M = G ≤ K
Conclusions:
I. I > G
II. N < T
III. H ≥ L
If “M % N # O © P @ S © T $ W” is true then which of the following is definitely not true?
(i) M # P
(ii) O © T
(iii) N #...
Statements: R ≥ J > V= A > S ≤ P > G < H
Conclusions: I. R > P II. H < J
Statement: C ≥ D > E ≥ H; I < E ≤ F < G
Conclusions: I. H > D II. G < H
...Statements: N $ J, J % O, O * P, P # X
Conclusions :
I. X % J
II. N $ P
III. J % X
IV. X % O
Statements: M > Q ≥ U = O, S = U < R ≤ T
Conclusions :I. M < R II. T > O III. Q ≥ T