(x-h)²/a² - (y-k)²/b² =1 In our case h & k = 0 & the equation become x²/a² - y²/b² =1 ==> x²/36 p- y²/25 =1 (with a=6 & b=5) 1) since a>b==> the hyperbola opens right & left 2) The formula of the asymptotes is y₁=k+b/a(x-h) & y₂=k-b/a(x-h) Since h=k=0 then the equations of the hyperbola are y₁=(6/5)x & y₂=(-6/5)x
