Two printers and a fast job

A computer lab has two printers handling certain types of printing jobs. Printer-I and Printer-II handle $40\%$ and $60\%$ of the jobs, respectively. For a typical printing job, printing time (in minutes) of Printer-I follows $N(10,4)$ distribution and that of Printer-II follows $U(1,21)$ distribution. If a randomly selected printing job is found to have been completed in less than $10$ minutes, then the conditional probability that it was handled by the Printer-II equals __________ (round off to two decimal places)