The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is:
a) [2,6]
b) (-2,6]
c) [8,12]
d) None

Question

The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is: a) [2,6] b) (-2,6] c) [8,12] d) None

Aditya Gupta · Answer

2- |x| must be greater than zero. Or |x| must be less than 2. Or x lies in [-2, 2], which is the required domain since 1+|x| is always greater than zero. So domain is [-2,2] hence option D) none KINDLY APPROVE :))

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The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is: a) [2,6] b) (-2,6] c) [8,12] d) None

The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is:
a) [2,6]
b) (-2,6]
c) [8,12]
d) None

1 Answers

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The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is: a) [2,6] b) (-2,6] c) [8,12] d) None

The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is:a) [2,6] b) (-2,6]c) [8,12]d) None

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The Domain Of The Function f(x) = sq.rt (2-|x|) + sq.rt (1+|x|) is:
a) [2,6]
b) (-2,6]
c) [8,12]
d) None