Sensitivity in Linear and Nonlinear Transfer Functions

The area under the linear relation

The curvature of the linear relation

The intercept of the linear relation

The slope of the linear relation (correct)

It has a fixed sensitivity

It has a linear output

It has a variable sensitivity (correct)

It has a constant output

As the second derivative of the transfer function

As the integral of the transfer function

As the inverse of the transfer function

As the first derivative of the transfer function (correct)

<p>A small increment of the input stimulus</p> Signup and view all the answers

<p>The corresponding change in the output of the transfer function</p> Signup and view all the answers