Question

find the domain and range of the real function f(X)= sinx/root x²-1​

Answer 1

Given, f(x)=sin −1 (log[x])+log(sin −1 [x])

For given function to exist 0<[x]≤1⇒1≤x<2⇒[x]=1

Thus domain is (1,2)

And range =sin −1 0+log π/2 =log π/2

HERE -1 IS A SUPERSCRIPT, SO DON'T GET CONFUSED

HOW MUCH I KNOW I DID, BUT STILL SORRY FOR THE MISTAKES

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