How do you solve \[9 - x > 10\]?

Hint: In the given question, we have been given an inequality. We have to solve it. This question is pretty easy if we know what is to be solved. Then we apply the basic operations, take the thing to be calculated to one side and the rest of the things to the other, simplify the expressions and calculate the answer.

Complete step-by-step answer:
The expression to be solved is \[9 - x > 10\].
For doing that, we take \[x\] to the other side and bring \[10\] in its place,
\[9 - 10 > x\]
Hence, \[x < - 1\]

Note: In the given question, we had been given an inequality, which was to be solved. To do that, we applied the basic operations, took the thing to be calculated to one side and the rest of the things to the other, simplified the expressions and calculated the answer. We just need to pay attention to the things, solve sequentially and simplify the values, and we get our answer.