Which of the following statements best describes the solution curve to the differential equation dy/dx=-1.233(y-80), with initial condition y(0)=-40?

Answer 1

A. The solution curve y=y(x) is modified exponential growth, and y -> - ∞ as x -> ∞
B. The solution curve y=y(x) is modified exponential growth, and y -> 80 as x -> ∞
C. The solution curve y=y(x) is modified exponential decay, and y -> 80 as x -> ∞
D. The solution curve y=y(x) is modified exponential decay, and y -> -40 as x -> ∞
E. The solution curve y=y(x) is modified exponential growth, and y -> ∞ as x -> ∞

Answer 2

It's C:
The solution curve y=y(x) is modified exponential decay, and y -> 80 as x -> ∞