Respuesta :

The answer is B, the Y is decreasing less and less while the X values stay constant

Answer:

B

Step-by-step explanation:

Exponential function: [tex] y = e^{kx} [/tex], where k is a constant. Taking natural logarithm in both sides:

[tex] y = e^{kx} => ln \, y = ln (e^{kx}) => ln\, y = kx \, ln\, e => \frac{ln\, y}{x} = k [/tex]

In figure attached the constant k is obtained. In conclusion, the function is exponential with constant rate of decay.

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