Let f be a real valued function satisfyf(x) + f(x+4) = f(x+2) + f(x+6)Prove thatlimit (x to x+8)∫f(t)dt is constant
Let f be a real valued function satisfy
f(x) + f(x+4) = f(x+2) + f(x+6)
Prove that
limit (x to x+8)
∫f(t)dt is constant
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