Question

PLEASE HELP!!!!!

Answer 1

least to greatest.

∣∣427∣∣    ∣∣−437∣∣     ∣∣−467∣∣    ∣∣517∣∣    ∣∣−537∣∣

Answer 2

Answer: Required order is,

|427|

|-437|

|-467|

|517|

|-537|

Step-by-step explanation:

We know that,

$|x|=\left\{\begin{matrix}x & \text{ if }x > 0\\ -x & \text{ if }x < 0\end{matrix}\right.$

Since, 427 > 0 and 517 > 0

Thus, |427| = 427 and |517| = 517

While, -437 < 0, -467 < 0 and -537 < 0

Thus, |-437| = -(-437) = 437

Similarly,

|-467| = 467 and |-537| = 537,

∵ 427 < 437 < 467 < 517 < 513

Hence, the required order is,

|427| < |-437| < |-467| < |517| < |-537|