Here's the question in the book:
Solve each inequality analytically, writing the solution in interval notation. (Hint: Once part (a) is done, the answer to part (b) follows from the answer to part (a).)
(a) 5-3x < 7+x (it's less than or equal to)
(b) 5-3x>7+x (it's just greater than)
So for the answer to part (a) I got x > -1/2 so in interval notation it would be [-1/2, "infinity")....right? so how does that answer lead to the answer of part (b)?
Solve each inequality analytically, writing the solution in interval notation. (Hint: Once part (a) is done, the answer to part (b) follows from the answer to part (a).)
(a) 5-3x < 7+x (it's less than or equal to)
(b) 5-3x>7+x (it's just greater than)
So for the answer to part (a) I got x > -1/2 so in interval notation it would be [-1/2, "infinity")....right? so how does that answer lead to the answer of part (b)?