Let \(a\) and \(b\) be two distinct positive real numbers. Let \(11^{\text{th}\text{~}}\) term of a GP, whose first term is \(a\) and third term is \(b\), is equal to \(p^{\text{th}\text{~}}\) term of another GP, whose first term is \(a\) and fifth term is \(b\). Then \(p\) is equal to\\