Question

y=-96/x or y/-92=x

Answer 1

Do you mean to compare these two equations or did you have a different question (or a typo)? I’ll cover the likely interpretations.

1) If you literally mean
- y = −96/x
- y/−92 = x (which is x = −y/92 or equivalently y = −92x)

then they are not the same type of equation (one is a reciprocal/hyperbola, the other is linear). They are only equal at specific intersection points. Solve for intersections:

Set −96/x = −92 x
Multiply by x: −96 = −92 x^2
x^2 = 96/92 = 24/23
x = ± sqrt(24/23) ≈ ±1.021536

Then y = −92 x gives y ≈ ∓93.9813 (sign opposite of x). So the two curves intersect at approximately
(x, y) ≈ (1.02154, −93.9813) and (−1.02154, 93.9813).

2) If you meant to compare y = −96/x and y = −92/x (both reciprocal forms), those are also different: y·x = −96 versus y·x = −92. They are close but not identical — they represent different rectangular hyperbolas.

Tell me which interpretation you meant (equivalence check, graph, solve for x or y, or was there a typo), and I’ll continue.

Answer 2

which is the right one y=-96/x or y/-92=x