Question

You have given a function λ : R → R with the following properties (x ∈ R, n ∈ N): λ(n) = 0 , λ(x + 1) = λ(x) , λ (n+1/2 )= 1
Find two functions p, q : R → R with q(x) not equal 0 for all x such that λ(x) = q(x)(p(x) + 1).

Answer 1

Answer:

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