If the A.M. between $p ^ { \text {th} }$ and $q ^ { \text {th} }$ terms of an A.P. is equal to the A.M. between $r ^ { \text {th} }$ and $s ^ { \text {th} }$ terms of the same A.P., then $p + q$ is equal to\\
(1) $r + s - 1$\\
(2) $r + s - 2$\\
(3) $r + s + 1$\\
(4) $r + s$