  The present study is dedicated to light-strange $\Lambda$ with strangeness
S=-1, isospin I=0; $\Sigma$ with S=-1, I=1 and $\Xi$ baryon with S=-2 and
$I=\frac{1}{2}$. In this article, hypercentral Constituent Quark Model with
linear confining potential has been employed along with first order correction
term to obtain the resonance masses for nearly upto 4 GeV. The calculated
states include 1S-5S, 1P-4P, 1D-3D, 1F-2F and 1G (in few case) along with all
the possible spin-parity assignments. Regge Trajectories have been explored for
the linearly of the calculated masses for $(n,M^{2})$ and $(J,M^{2})$
respectively. Magnetic moments have been intensively studied for ground state
spin $\frac{1}{2}$ and $\frac{3}{2}$, in addition to the configuration mixing
for first negative parity state for $\Xi$. Lastly, transition magnetic moment
and radiative decay width have been presented.
