  The absence of any signal of supersymmetry (SUSY) at the LHC has raised the
SUSY particle mass scale compared to $Z$ boson mass $M_Z$. We investigate the
naturalness of the electroweak symmetry breaking after considering radiative
symmetry breaking along with 125 GeV Higgs mass. We find that the important
quantity to measure the naturalness of the hierarchy between the SUSY scale and
$M_Z$ is the separation between the radiative symmetry breaking scale, i.e.,
where $m_{H_u}^2+\mu^2$ turns negative for large $\tan\beta$ case ($\mu$ is the
Higgsino mass and $m_{H_u}$ is the SUSY breaking up-type Higgs boson mass) and
the average stop mass. Using this measure, one can show that the electroweak
symmetry breaking can be natural even if $\mu$ is large contrary to the
prevailing claim that $\mu$ is needed to be small to maintain the naturalness.
