- #1

Jeff Ford

- 155

- 2

I'm going through the review section of the Stewart Calculus text and I'm stuck on this problem.

Given

[itex]

f_0(x) = x^2

[/itex]

and

[itex]

f_0(f_n(x)) = f_{n+1}(x) , n = 0,1,2...

[/itex]

how do you solve for

[itex]

f_n(x)

[/itex]

Given

[itex]

f_0(x) = x^2

[/itex]

and

[itex]

f_0(f_n(x)) = f_{n+1}(x) , n = 0,1,2...

[/itex]

how do you solve for

[itex]

f_n(x)

[/itex]

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