Answer :
- AC = 12√2
- BC = 12
- DE = 6√2
- DC = 12
Explanation :
The diagonals of a square are equal in nature, moreover they bisect each other.
thus,
- AC = 2*EC
- AC = 2*6√2
- AC = 12√2
also,
- AC = DB
- AE + EC= DE + EB
- EC + EC = DE + DE
- 2EC = 2DE
- EC = DE
- DE = 6√2
The side of a square is given by,
- s = d/√2
- BC = AC/√2
- BC = 12√2/√2
- BC = 12
since all the sides of a square are equal therefore,
