07-12-2017, 05:03 PM
(This post was last modified: 07-12-2017, 05:04 PM by Ebonywood Hellscythe.)
Voted
A recursive function, f, is defined by f(x,n) = 2*f(x,n-1) where n≥2 and f(x,n) = x where n=1 (x is real and n is a positive integer).
What is the value of f(3,3)?
[spoiler]
12
f(3,3) = 2*f(3,2) = 2*2*f(3,1) = 2*2*3 = 12[/spoiler]
A recursive function, f, is defined by f(x,n) = 2*f(x,n-1) where n≥2 and f(x,n) = x where n=1 (x is real and n is a positive integer).
What is the value of f(3,3)?
[spoiler]
12
f(3,3) = 2*f(3,2) = 2*2*f(3,1) = 2*2*3 = 12[/spoiler]