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can anyone show me the working to prove whether limt (x-1)/x tht approaches 1 exist or not??
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sure
first rewrite it as 1 - 1/x
lim f(x) =(x-1)/x x->1 =0/1 =0
If you replace x with 1, then 1-1 = 0
So the limit approaches zero when x = 1
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pls read the ques back Hero..u are explaining the wrong thing..
No, I'm not
EvrydayAzn...can show me the working for the left hand n right hand limit??
Left and right hand? That's not necessary for this
since its a first degree function, that method is not necessay
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