Answer will be 150
Here it is given 5 different jobs has assigned to 3 different employee
So, number of ways will be
$A$ $B$ $C$
$3$ $1$ $1$
$1$ $3$ $1$
$1$ $1$ $3$
$2$ $2$ $1$
$2$. $1$ $2$
$1$ $2$ $2$
So, no of ways we can give $5$ different job to $3$ different employee is $\left ( \binom{5}{3}\times \binom{2}{1} \times \binom{1}{1}\right )\times 3+\left ( \binom{5}{2}\times \binom{3}{2}\times \binom{1}{1} \right )\times 3=150$