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Draw the graph of f(x)= (|x-1|)/(x-1)....

Draw the graph of `f(x)= (|x-1|)/(x-1)`.

Text Solution

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`y=sec^(-1)(sec x)`
`rArr" "sec y = sec x`
`rArr" "cos y = cos x `
Hence the graph of `y = sec^(-1)(sec x)` is the same as that of `y= cos^(-1) (cos x)`, but excluding points `x=(2n+1)pi//2, n in Z`, where sec x is not defined.
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