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Continuity in an Interval

If f(x+10)+f(...

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If f(x+10)+f(x+4)=0,there f(x) is a periodic function with period 1. 2 2. 4 3. 6 4. 1

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f (x) + f (x + 4) = f (x + 2) + f (x + 6) \forall x ϵ R a n d a > 0

and f(x) is periodic, then period of f(x), is

f (x) + f (x + 4) = f (x + 2) + f (x + 6) \forall x ϵ R a n d a > 0

and f(x) is periodic, then period of f(x), is

Q. Find the period of real valued function satisfying
f(x) +. f(x+4). =f(x+2) + f(x+6)

Q. Find the period of the real-valued function satisfying,

f (x) + f (x + 4) = f (x + 2) + f (x + 6)

Q. If f(x)is an odd periodic function with period 2, then f(4) equals

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