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Find the limits: (i) lim[x→1] [(x²+1)/(x+100)] (ii) lim[x→2] [(x³-4x²+4x)/(x²-4)] (iii) lim[x→2] [(x²-4)/(x³-4x²+4x)] (iv) lim[x→2] [(x³-2x²)/(x²-5x+6)] (v) lim[x→1] [(x-2)/(x²-x) - 1/(x³-3x²+2x)]
lim[x→4] (4x+3)/(x-2)
lim[x→-1] (x¹⁰ + x⁵ + 1)/(x - 1)
lim[x→0] ((1+x)⁵-1)/x
lim[x→2] (3x²-x-10)/(x²-4)
lim[x→3] (x⁴-81)/(2x²-5x-3)
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