Step-by-step Solution:

Quick Solution

This is a matrix puzzle. We can solve it by filling in a table with the information from each clue.

1. Initial Information

• Girls: A, B, C, D, E, F, G
• Money: 10, 20, 40, 60, 80, 120, 200
• Items: 3 Chocolates, 2 Toffees, 2 Lollipops

2. Step-by-Step Deductions

1. From Clues 1, 2 & 3:
   We can directly fill in some money amounts and restrictions:
   
   • A has Rs. 10 (and not a Toffee).
   • B has Rs. 200 (and not a Chocolate).
   • C has Rs. 60.
   • F has Rs. 80 (and not a Chocolate).
2. From Clue 4 ("...only one other than A to have the same type of item"):
   This means exactly two girls share an item type. The only items with a count of two are Toffees and Lollipops. Since we know A doesn't have a Toffee, A must have a Lollipop. The girl with Rs. 40 has the other Lollipop.
   
3. Finding the Remaining Money:
   The amounts left are Rs. 20 and Rs. 120. Clue 2 says G doesn't have Rs. 40 or Rs. 120. Therefore, G must have Rs. 20. This means E must have Rs. 120, and by elimination, D must be the girl with Rs. 40.
   
4. Placing the Final Items:
   • A and D have the two Lollipops.
   • B and F cannot have Chocolates, so they must have the two remaining Toffees.
   • This leaves only the three Chocolates for the remaining three girls: C, E, and G. This is also consistent with Clue 5 ("E and the girl with Rs. 20 [who is G] have the same kind of item").

3. Final Table

Final Answer: The girls who have chocolates with them are C, G, E.