ABSTRACT
Solution: y(x) = f (x) + λ
eλ(x-t)f (t) dt.
2. y(x) + λx ∫ x
y(t) dt = f (x).
Solution: y(x) = f (x) – λ
x exp [ 1
2λ(t2 – x2) ] f (t) dt.
3. y(x) + λ ∫ x
ty(t) dt = f (x).
Solution: y(x) = f (x) – λ
t exp [ 1
2λ(t2 – x2) ] f (t) dt.
Solution: y(x) = f (x) + λ
eλ(x-t)f (t) dt.
2. y(x) + λx ∫ x
y(t) dt = f (x).
Solution: y(x) = f (x) – λ
x exp [ 1
2λ(t2 – x2) ] f (t) dt.
3. y(x) + λ ∫ x
ty(t) dt = f (x).
Solution: y(x) = f (x) – λ
t exp [ 1
2λ(t2 – x2) ] f (t) dt.