Let f(x) = x + e - 1, and let f-(x) denote the inverse function of...

Transcribed Image Text:

Let f(x) = x + e - 1, and let f-¹(x) denote the inverse function of f(x). 1+e² 1/the Then the integral f(x) dx evaluates to ko+k₁e¹+k₂e²+...+ kne", where ko, k₁, ... , kn are rational numbers and e≈ 2.718 is Euler's number. If the sum ko + ki + k2 + ... + kn can be expressed as , where A and B are coprime positive integers, what is A + B + n? Let f(x) = x + e - 1, and let f-¹(x) denote the inverse function of f(x). 1+e² 1/the Then the integral f(x) dx evaluates to ko+k₁e¹+k₂e²+...+ kne", where ko, k₁, ... , kn are rational numbers and e≈ 2.718 is Euler's number. If the sum ko + ki + k2 + ... + kn can be expressed as , where A and B are coprime positive integers, what is A + B + n?

Answer rating: 100% (QA)

The detailed ... View the full answer