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Let x and b are real numbers. If ` b gt 0 and |x| gtb`, then

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Let x and b are real numbers. If ` b gt 0 and |x| gtb`, then
A. `x in (-b, infty)`
B. ` x in [-infty, b)`
C. `x in (-b, b)`
D. `x in (- infty, -b) cup(b, infty)`
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Correct Answer - D
Given, `|x|gt b and b gt 0`
`rArr x lt - b or x gt b`
` rArr x in (-infty,-b) cup (b, infty)`
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