$Given$:
$COMPUTERS$ is the smallest Pan Digital containing all the digits 1 to 9 occurring only once.
$COMPUTERSV$ is a Prime only when one of the correct digit ($V$)is added at the end.
Also,
$COMPUTERSE$ = $CE$ * $EOTOCTPC$
What is the digit $V$ that has to be added to make $COMPUTERS$ A Prime?