(i) The family with two kids came just before the family with no kids.
(ii) D who does not have any kids reached just before C's family.
(iii) P and his wife reached last with their only kid.
(iv) Q is not B's husband.
(v) Q and S are fathers.
(vi) C's and A's daughters go to the same school.
(vii) B came before D and met A when she reached the fixed place.
(viii) R stays farthest from the place and he is a good singer.
(ix) S explained that his son could not come because of exams.
The problem asks us to identify the correct husband and wife pair among four families based on a set of clues about their picnic arrangements and arrival order.
Based on the analysis of the clues, P is the husband and C is his wife, forming the last arriving family with their only child.
Below is given a figure, in which a horse is placed on one of the boxes in a square grid of size $5 \times 5$. The horse can move in either of the following ways in a single move:
(i) two boxes to either left or right side and one box to either up or down side
(ii) two boxes to either up or down side and one box to either left or right side
(iii) the horse cannot step on a grey box. The horse has to stay within the grid and any move to out of the grid is NOT legal.
How many white boxes are there which cannot be covered by horse within 3 moves?
