Activity 3 - Previous Exam Question A parametric function is such that: a = = , b = 1, c = - WIN and at + b f (t ) = ct + 2 Assume that f = f(a, b, c, t) and find the partial derivative of f with respect to a, b, and c. Use these partial derivatives to determine for which of the parameters a, b, or c the approximation is most sensitive to at points t, = 0 and tz = 1. Hint: The derivative of a function with respect to a variable/parameter is a measure of the sensitivity of the function to that variable/parameter. Also, the function might be more sensitive to a certain parameter at different times