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Answer is 2 Its Saying we have 2 domains N+ → N+
can anyone explain meaning of this plz??
@ Deepesh Kataria .where is f(9)
@akriti, see defination of function again, it's in recursive form f(n) = f(n/2) ( see the recursion) f(1) = f(6) so in order to cal. f(1) we need to agin cal f(6) now this will give f(3) now again we need to fine f(3) which will be f(8).now f(8)will give f(4) and then f(4) will give f(2) and then f(2) -> f(1) so in this way it repeats itself. see the function again, the catchy thing is the recursion part.
$\text{let we have f(1) = x. Then, f(2) = f(2/2) = f(1) = x}$
$\text{f(3) = f(3+5) = f(8) = f(8/2) = f(4/2) = f(2/1) = f(1) = x }$ $\text{f(5) = f(5+5) = f(10/2) = f(5) = y. }$
$\text{All $N^+$ except multiples of 5 are mapped to x and multiples}$
$\text{of 5 are mapped to y so ,$\mathbf{Answer\space is\space 2}$}$
thanx @Prince Sindhiya ,the pictorial mapping clears everything.,
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