How many integers are in the solution of the inequality |x + 5| < 10

Thank you for your question ! I ' m happy to help you with that . \n The inequality | x + 5 | <</a> 1 0 can be solved by isol ating the absolute value of x . \n The absolute value of x is equal to the distance of x from 0 on a number line . In this case , the distance of x from 0 is less than 1 0 , so the absolute value of x is less than 1 0 . \n There fore , there is only one integer solution to the inequality , which is x = - 5 . \n I hope this helps ! Let me know if you have any other questions . </s>