NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Consider f(x) = x3+2x 2x+1 such Arrange the steps in the correct order to show that is for all x> 1. +2x5x2. Since n2Oforx>1, +2x 2x+1 It follows that for all x > 1, x. we may apply the absolute value without changing the left side : x2 2x+12 xthx2+1 1, x2. 2x+1 2 , Therefore, if x > 1,22 2+12 Therefore, if x > 1,--> x2 2x+12 +23 , Therefore, if > 1,-- 1, e-__ 1, -x- 2+1 2 a+2 we may apply the absolute value without changing the left side: 20+1 1 If X> 1, then-x-+ 1 >-X2 + X"--X