solve 1 - | x | 2 - | x | 0 - Vidyadip

MCQ

solve $\frac{{1 - \left| x \right|}}{{2 - \left| x \right|}} \ge 0$

A
$R$
B
$\left[ { - 1\,,\,2} \right)\,\, \cup \,\left( {2\,,\,\infty } \right)\,$
C
$\left[ { - 1\,,\,1} \right]\,\, \cup \,\left( {2\,,\,\infty } \right)\,$
✓
$\left( { - \infty ,\, - 2} \right)\,\, \cup \,\,[ - 1,\,1]\,\, \cup \,\,(2,\infty )$

✓

Answer

Correct option: D.

$\left( { - \infty ,\, - 2} \right)\,\, \cup \,\,[ - 1,\,1]\,\, \cup \,\,(2,\infty )$

d

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