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\[f(x)= \frac{ ax ^{3}+bx^{2}-13x+2c }{ x^{2}-2x+1 }, and \lim_{x \rightarrow 1}f(x) = 11\] Find a,b,c
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@hartnn
@AravindG
since the limit exist, x-1 is the factor of numerator so 1 is the root.--->a+b+2c-13=0 since u have a factor of x-1 twice in the denominator, u need to use L'Hopitals twice and put x=1. so u have 3a+2b-13=0 and lastly, 6a+b=11 solve these three simultaneously, u'll find a,b,c.
right thanks
welcome :)
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@Zekarias srry i was nt here
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