Verified Answer :

It is the second one.Caus -10 +5 when it is brought to the other side.Thus x>-5

Answer:

B. \(\{x|x\text{ R},x>-5\}\)

Step-by-step explanation:

We have been given an inequality. We are asked to choose the solution set for our given inequality.

\(x-5>-10\)

First of all, we will separate variable x on one side on inequality as:

\(x-5+5>-10+5\)

\(x>-5\)

Therefore, the solution for our given inequality are all values of x greater than \(-5\) and option B is the correct choice.