| Column - I | Column - II |
| (i) The total mass of 3 boxes is 5 kg. The mass of two of the boxes is x kg each. The mass of third box is | (a) \[x-11\] |
| (ii) Sid had \[x\] eggs. He used 5 eggs to bake a cake and gave 6 eggs to his neighbour. The number of eggs left with him is | (a) \[\frac{x}{3}\] |
| (iii) Mohit had Rs. \[x\]. He gave the money to his 3 sisters equally. Each girl get Rs. | (c) \[5-2x\] |
A) (i)\[\to \](c), (ii)\[\to \](a), (iii)\[\to \](a)
B) (i)\[\to \](a), (ii)\[\to \](c), (iii)\[\to \](a)
C) (i)\[\to \](c), (ii)\[\to \](a), (iii)\[\to \](a)
D) (i)\[\to \](a), (ii)\[\to \](a), (iii)\[\to \](c)
Correct Answer: A
Solution :
| (i) Mass of 3 boxes = 5 kg |
| \[\Rightarrow \] Mass of 2 boxes + Mass of third box = 5 |
| \[\Rightarrow 2x+\] Mass of third box = 5 |
| \[\Rightarrow \] Mass of third box \[=5-2x\] |
| (ii) Total number of eggs \[=\text{ }x\] |
| Number of eggs used =5+6=11 |
| \[\therefore \]Number of eggs left with Sid = x - 11 |
| (iii) Rs. x is equally divided among three girls. |
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