Your very much welcome!
I had to write my answer in multiple posts since LaTeX hates me right now. I might be wrong so make sure to double check my work. Good Luck!
If AB is 6, then 6 is the side of a 30-60-90 triangle or a half-cut equilateral triangle. This would mean that x is half of 6 or x is 3.
From this, you know that \(AB\Xi BC\) and the values are \(\frac{6\sqrt{2}}{\sqrt{2}} = 6.\)
The length of \(AB\) & \(BC\) are 6. This is because the hypotenuse of a right-isosceles triangle is \(\frac{h}{\sqrt{2}}.\)
HEEEEEEEEEEEEEELP!
Please, if anyone can help and give a good explanation to back up their answer, I would greatly appreciate the help. Thank you!
Thank you guys! GYanggg, even though you got it wrong, good job, I really appreciate your and guest’s help.
Awe, thanks GingerAle, I certainly tried my best on that solution.
Thanks CPhill!
