If y is a solution of
y(x) - \(\int_0^x\)(x - t)y (t)dt = 1,
then which of the following is true?
1
y is bounded but not periodic in ℝ
2
y is periodic in ℝ
3
∫ℝ y(x)dx < ∞
4
∫ℝ \(\frac{d x}{y(x)}\) < ∞
5
Question Not Attempted
If y is a solution of
y(x) - \(\int_0^x\)(x - t)y (t)dt = 1,
then which of the following is true?