Asked by college student
                Find a function f and a number a such that for all x>0
f(x) =
a=
x
2+∫ (f(t) /t^2 )dt =2√x
a
for all x>0.
            
        f(x) =
a=
x
2+∫ (f(t) /t^2 )dt =2√x
a
for all x>0.
Answers
                    Answered by
            oobleck
            
    well, you know that ∫ 1/√t dt = 2√t
maybe that will help get you started.
    
maybe that will help get you started.
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