Answer :
Given : a 45-45-90° triangle
So, the legs of the triangle are congruent
So, each leg = 8
The hypotenuse of the triangle = h
[tex]h=\sqrt[]{8^2+8^2}=\sqrt[]{2\cdot8^2}=8\sqrt[]{2}[/tex]
Given : a 45-45-90° triangle
So, the legs of the triangle are congruent
So, each leg = 8
The hypotenuse of the triangle = h
[tex]h=\sqrt[]{8^2+8^2}=\sqrt[]{2\cdot8^2}=8\sqrt[]{2}[/tex]