1.

Let R be the set of real number and f: R to R be given by f(x)=sqrt(|x|)- log (1+|x|). Wenow make the following assertions : I. There exists a real number A such that f(x) leA for all x. II. There exists a real number B such that f(x) geB for all x.

Answer»

I is true and II is FALSE
I is false and II is true
I and II both are true
I and II both are false

Solution :GRAPH of given function actually LOOK LIKE this

Clear from graph option (B) is right.


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