How do you solve the system #x^2-y^2-8x+8y-24=0# and #x^2+y^2-8x-8y+24=0#?
2 Answers
The equations represent cencentric rectangular hyperbola of major axis
Explanation:
The first equation is
with center at (4, 4) and major axis
The second has the form
(x-4)^2+(y-4)^2= 8# representing a circle with same center (4, 4) and
diameter
no solution..
When solved algebraically, we would be missing the graphical
aspect of the problem.
See below
Explanation:
Given
Adding both sides we obtain
Now substracting term to term the afore mentioned equations we obtain
Solving for