Answer:
Itu uṅkaḷukku utavum eṉṟu nampukiṟēṉ
Explanation:
A¹ (x) is the area of the square in the logo as a function of x, the length of one side of the square. To find A¹ (x), we need to determine the formula for the area of a square and express it in terms of x.
The area of a square is given by the formula A = side². In this case, the side length is x, so the area of the square is A = x².
The meaning of A¹ (x) is that it represents the area of the square in the logo as a function of the side length x. This means that as the side length x changes, the area of the square will also change accordingly.
For example, if x = 2, we can substitute it into the formula to find the area of the square: A = (2)² = 4 square units. So, A¹ (2) = 4.
Similarly, if x = 3, the area of the square would be A = (3)² = 9 square units. Therefore, A¹ (3) = 9.
In summary, A¹ (x) is the function that gives the area of the square in the logo as a function of the side length x. It allows us to calculate the area of the square for different values of x, providing us with a way to understand how the area changes as the side length changes.