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lim(x->1) { (3x-1) -2)(3x-1) +2 } / (x+5)(x-1)
lim(x->1) { (3x-3)(3x-1) / (x+5)(x-1)
lim(x->1) { 3(x-1)(3x-1)} / (x+5)(x-1) ---> (x-1) coret
lim(x->1) 3(3x -1) / (x+5)
x = 1
limit = 3(2)/ (6)= 1