Let's analyze the two statements one by one.
Statement 1: "If it is a square, then it has more than four sides."
This statement is false. A square has exactly four sides, not more than four.
Statement 2: "If it has less than four sides, then it is a square."
This statement is also false. A shape with less than four sides could be a triangle (which has three sides) or another polygon with even fewer sides, neither of which are squares.
Now let's consider the meanings of the two statements:
- Statement 1 suggests that being a square implies having more than four sides, which is incorrect.
- Statement 2 suggests that having fewer than four sides implies being a square, which is also incorrect.
Thus, both statements are false, and they clearly do not have the same meaning.
The correct conclusion is: Both statements are false and they do not have the same meaning.