For a rational function y = r(x) with a vertical asymptote at x = 1, as x approaches 1 from the right (x → 1+):
- y → −∞ (the smaller value) if the function approaches negative infinity.
- y → ∞ (the larger value) if the function approaches positive infinity.
This means the function y = r(x) can either decrease without bound (approaching −∞) or increase without bound (approaching ∞) as x gets closer to 1 from the right.
Hope this was helpful.