Explanation:

Let's break down the information step by step:

- Seven people: A, B, C, D, E, F, G. Days: Monday–Sunday.

- G goes on Friday.

- D goes on the second day (Tuesday).

- Three people go between D (Tuesday) and F. So F is on Saturday.

- One person goes between G (Friday) and C. So, C could be on Wednesday or Sunday.

- A goes before C.

- B does not go on Monday or Thursday.

- The number of persons who go after C = number of persons before G.

Now, if G is on Friday (5th day), before G: Monday (1), Tuesday (2), Wednesday (3), Thursday (4) -- so 4 before, 2 after.

For the numbers to be equal as stated, C must be on Wednesday (3rd day), as 4 after C (Thursday, Friday, Saturday, Sunday); 2 before G.

Final Statement:

The number of persons who go for movie before C (Monday, Tuesday, i.e., 2) is the same as the number who go after F (Saturday) -- only Sunday is left, so 1 after F. But it’s the number before C = after which? Check each option.

- B - after B is unknown.

- E - after E, position unknown.

- F - after F is just 1.

- G - after G is Sat/Sun (2).

- D - after D is Wed, Thu, Fri, Sat, Sun (5).

When you check G, after G is 2 people; before C is 2 people.

So the correct answer is: Option 4: G

Summary of statements:

- Used order clues to fix each position.

- G is Friday, C is Wednesday, the numbers before C and after G both are 2.

- Other options do not match this count. G is the right match.