Does a solution for x exist?

>Random numbers randomly distributed around a geometric figure
>Solve for me /sci/
Kys faggot

>>8536992
nowhere near enough info to tell
You only gave us 2 sides of 3 triangles.

No.

>>8536992
yes

>>8536992
[math]\sqrt{\frac{1}{2} \left(41+3 \sqrt{119}\right)}[/math]

>>8537122
Holy shit, did you get that using law of cosines?

>>8537122
Is this a solution?

>>8537147
I checked it. Seems to make sense. I didn't think that this square was possible

>>8537147
Yes.

One method of solving this is setting your square on a coordinate plane and labeling the point where the 3 lines meet (a,b). You write out your 3,4,5 distances in terms of a,b, and x via pythagoras and solve the big ugly system you get

It's probably doable by cosines or something but fuck trig

>>8537015
Shouldnt the angles in the top right be 45°?

>>8537419
Oh wait that assumes a square, im dumb