化简表达式： [(9.643 / (16.335s^2 + 11.55s + 1)) * ((1.6796s + 1) / (0.94948 + 1))]

To simplify the expression, we can start by simplifying each individual fraction:

9.643/(16.335s^2+11.55s+1) = 9.643/(16.335s^2+11.55s+1)

(1.6796*s+1)/(0.94948+1) = (1.6796s+1)/1.94948 = (1.6796s+1)/(1.94948)

Now, we can multiply the two fractions together:

(9.643/(16.335s^2+11.55s+1)) * ((1.6796s+1)/(1.94948))

Multiplying the numerators and denominators:

(9.643 * (1.6796s+1)) / ((16.335s^2+11.55s+1) * (1.94948))

Simplifying further:

9.643 * (1.6796s+1) / (31.826 * s^2 + 21.346 * s + 1.94948)