  In this article, we study various aspects of the mixed ray transform of $(k +
\ell)$-tensor fields that are symmetric in its first $k$ and last $\ell$
indices. As a first result, we derive an inversion algorithm to recover the
solenoidal part of the unknown tensor field using the normal operator of the
mixed ray transform. Next, we establish a set of unique continuation results.
In addition to these, we discuss the range characterization of the mixed ray
transform as the final result.
