find the domain of the function which is in the (attached image) as soon as possible

Question

Arun · Answer

Dear student You have to make quantity (in bracket) positive. hence 0 2 – 1) You will get your answer. In case of any difficulty, Please feel free to ask. Regards Arun (askIITians forum expert)

Sarvesh · Answer

hey its wrong provide me a right answer what you have written ?? plz check it ......... ..............................

Arun · Answer

Sorry, But it was not my fault, it is some website problem. I have written the correct. You have to make quantity (in bracket) positive. hence x/(x^2 – 1) also x / (x^2 – 1) > 0 You will get your answer. In case of any difficulty, Please feel free to ask. Regards Arun (askIITians forum expert)

Sarvesh · Answer

now its ok...............................................................................................................................................................................

K VIVEK HRUDAY · Answer

x/(x 2 -1)>0 x(x+1)(x-1)>0 by wavy curve method, x belongs to(-1,0)U(1,infinete) as denominator should not be zero and log domain is always positive denominator always greater than zero x 2 -1>0 (x+1)(x-1)>0 by wavy curve method, x belongs to (-infinete,-1)U(1,infinete) we have to consider common domain so, x belongs to (1,infinete) please aproove...

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find the domain of the function which is in the (attached image) as soon as possible

find the domain of the function which is in the (attached image) as soon as possible

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find the domain of the function which is in the (attached image) as soon as possible

find the domain of the function which is in the (attached image) as soon as possible

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