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Given the function (x^2-5x+8)(x-3)/(x-3) Use the limit properties to algebraically find lim f(x) as x approaches 3.
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(3)^2 -5(3) + 8 = 2
can you show steps?
Hm, just cancel out (x-3) then you are left with (x^2-5x+8) then substitute 3 into x^2 -5x +8
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