Question

Find the transformed equation of the hyperbola xy = 4 when rotated 45.


(x')²(y')² = 4
(x')² - (y')² = 4
(x')² - (y')² = 8

Answer 1

@satellite73

Answer 2

i don't really understand the question, because your answers seem to have \(x'\) and \(y'\) in them

Answer 3

but i am going to make a guess that is is \(x^2-y^2=4\)

Answer 4

Thanks I thought it was that too, but it was the last one lol.