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Resolve `(4x^(2)+3x+2)/((x-4)^(3))` into partical fractions.
A. `(25)/(4(x-4))+(59)/(2(x-4))+(78)/(x-4)^(3)`
B. `(25)/(4(x-4))-(69)/(2(x-4)^(2))+(78)/(x-4)^(3)`
C. `(35)/(4(x-4))+(69)/(2(x-4)^(2))+(78)/(x-4)^(3)`
D. `(4)/(x-4)+(35)/((x-4)^(2))+(78)/(x-4)^(3)`

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`(4x^(2)+3x+2)/((x-4)^(3))=(A)/(x-4)+(B)/((x-4)^(2))+(C )/((x-4)^(3))`.

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