If \(ab \ne 0\) and \(a + b \ne 0,\) is \(\dfrac1{a+b}< \dfrac1{a} + \dfrac1{b} ?\)

[VJesus12]

If \(ab \ne 0\) and \(a + b \ne 0,\) is \(\dfrac1{a+b}< \dfrac1{a} + \dfrac1{b} ?\)

(1) \(|a| + |b| = a + b\)

(2) \(a > b\)

Answer: A

Source: Manhattan GMAT