Answer: AC= 12 cm
Explanation:
Here, ABCD is a square with diagonals AC and BD.
Let E is the intersection point of Diagonals AC and BD.
Since, we know that the lengths of diagonals of a square are same.
Therefore We can say, AC=BD
And we know that,
In the case of square diagonals bisect each other,
That is, BE=ED⇒BD= 2BE.
But, BE= 6 cm (given)
⇒BD=12 cm ⇒AC= 12 cm