Question

Given the three functions below, which expression equals (rogo ob)(x)?

b(x) = 2 – 9
g(x) = eit
r(x) = 17x
o el7(x–9)

Answer 1

The question pertains to function composition but cannot be definitively answered due to typographical errors in the provided functions. Typically, one would sequentially apply each function from the innermost to the outermost, but specific steps and solutions require accurate function definitions.

Step-by-step explanation:

The question provided is about determining an expression for the function (rogo ob)(x), given three functions b(x), g(x), and r(x). Unfortunately, the provided text contains several segments that appear unrelated to the question at hand, and may be errors or typos. Therefore, I cannot confidently provide an accurate answer. However, typically, when composing functions such as (rogo ob)(x), one would need to apply each function in the order specified, starting from the innermost function to the outermost.

For example, if r(x) = 2x, g(x) = x + 3, and b(x) = x^2, the Composition (rogo ob)(x) would be performed as follows:

1. Calculate b(x).
2. Apply g to the result of b(x).
3. Finally, apply r to the result of g(ob(x)).

This technique is typical in problems where functions are composed, but without accurate definitions for b(x), g(x), and r(x), a specific solution cannot be provided.