divide 3 √3 p^5 - 5 √6 p^4 + p^3 by (- 3√3 p^2)
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[tex]:-
p(x)=x3−3x2+5x−3
g(x)=x2−2
p(x)÷g(x)
(x3−3x2+5x−3)÷(x2−2)
x2−2x3−3x2+5x−3=(x−3)+(x2−2)(7x−9)
Quotient =(x−3)
Remainder =(7x−9)
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