From I: We have: Only three boxes are kept above box V. Box T and V are kept together. Only two boxes are kept between box T and box X Only one box is kept between box W and box Y. Box S is neither kept at bottom nor adjacent to box T, that means box S is kept at top and box X is kept below box T. Based on above given information we have: Clearly, we don’t know exact position of box W. Hence, statement I is not sufficient. From II: We have: Box U is kept second from top. Only three boxes are kept between box X and box U, that means box X is kept second from bottom. Box V, which is neither kept adjacent to box U nor box X, which is kept at s gap of two box from S, that means box V is kept fourth from bottom. Box T doesn’t kept adjacent to box X but kept at any place below box S, that means box S is kept at top. Box W is kept at any place above box Y, that means box Y is kept at bottom. Clearly, only four boxes are kept above box W. Hence, statement II alone is sufficient.
20.05% of 450.05 – 15.15% of 119.99 × 4.02 = ?
Find the difference of day had the highest number of books and that of lowest number of books sold?
139.88% of 119.89 + 1451.89 ÷ 6.01 - √196.01 = ? ÷ 3.01 + 215.98
(27.08)2 – (14.89)2 – (22.17)2 = ?
509.85 ÷ 15.05 + 210.16 – 18.06 × 5.95 = ?
(11.99)2 + 171.16 + (3.33) 2 = ?2
(16.16 × 31.98) + 14.15% of 249.99 = ? + 99.34
{44.78% of (11.67 × 54.78)} ÷ 2.65 = ? + 19.25
6940 ÷ 28 ÷ 7 =?