There are 11 players $x_1,x_2,x_3,\mathrm{...........}{x}_{11}$ in cricket team. Players $x_1,x_2,\mathrm{..............}{x}_7$ will bat at first seven places and players $x_8,x_9,x_{10},x_{11}$ will bat at last 4 places. Let the number of ways a batting order of 11 players can be made such that $x_3$ does not play at number three, $x_6$ does not play at number 7 and $x_9$ does not play at number 9 be ‘K’. Then the value of  $\frac{K}{10}$ is