mathematics - Use 1 9 6 2 in this order to make 75

I'm looking for a solution to make number $75$ with numbers $1$ $9$ $6$ $2$ in that order and the same rules as in Use 2 0 1 and 8 to make 67.
Here a copy of those rules:

1. 
   
   

   You must use all 4 digits. Only the digits $1$, $9$, $6$, and $2$ can be used in that order.
   You can make multi-digit numbers out of the numbers. Examples: $19$, $96.2$

   
   


2. 
   

   The square function may NOT be used. Nor may the cube, raise to a fourth power, or any other function that raises a number to a specific power. You may use the ^ operation if you use a digit, for example, $(1 + 9)^6 - 2!$ is acceptable (if you're trying to get $999998$), because 1, 9, 6, and 2 are used. However, $19 ^ 2 / 6 + 2$ can't be used to get $62.166...$ because it uses an extra 2.

   
   


3. 
   

   Sorry, but the integer function may NOT be used. Nor may the round, floor, ceiling, or truncate functions.

   
   


4. 
   
   

   $+$, $-$, $\times$, $\div$ or $\frac{\Box}{\Box}$, $()$, $!$, $\sqrt{\Box}$, ${\Box}^{\Box}$, and $!!$ may be used for functions.

   
   

Please no brute-force methods. Good luck.

Answer

how about this?

$$1\times 9/.6/.2$$

this is allowed right?