Solution:
Given that,
Diagonal of the square is 13 units long
Let the diagonal be "d" and side of the square be "s"
The diagonal of square is given as:
[tex]d = s\sqrt{2}[/tex]
Where, "s" is the length of any side
Given that,
d = 13 units
[tex]13 = s \sqrt{2}\\\\13 = s \times 1.414\\\\s = \frac{13}{1.414}\\\\s = 9.19 \approx 9.2[/tex]
Thus the length of each side of square is 9.2 units
Answer:
s = 9.2
Step-by-step explanation:
The explanation is in the picture below