  In this work, we provide some constructions and the sum of new continuous
K-g-frames in Hilbert$C^{\ast}$-Modules. We provide certain necessary and
sufficient conditions for some adjointable operators on $\mathcal{H}$, under
which new continuous K-g-frames can be retrieved from those that already exist.
Additionally, we discuss the sum of continuous K-g-frames, discover some of
their characterizations, and offer some adjointable operators to construct new
continuous K-g-frames from the previous ones.
