Question

the area of a square region is 18 m square. the length of its diagonal is?

Please also explain how you solve it.

Answer 1

use the Pythagorean theorem.

Answer 2

or the triangle property: \(1-1-\sqrt{2}\)\[\]

Answer 3

finding the square's side from its area should be simple.

Answer 4

I don't know about the Triangle property. How would i use Pythagorian theorem in it? No side is given?

Answer 5

\[A_{square}=side^2\]

Answer 6

Diagonal of a square is always and always is \( \sqrt{2} \times \text{ side of the square} \)

Answer 7

if a side is x then\[A=x^2\] right? and from the pythagorean theorem we get \[h^2=2x^2\]so we can find h between the two equations