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10 cards from this deck
R=p(dc)R = p(\frac{d}{c})R=p(cd)
x=dcx = \frac{d}{c}x=cd
The quotient (result of division)
The remainder (a constant value)
Always a constant, never a polynomial
(cx−d)(cx - d)(cx−d) is a factor of p(x)p(x)p(x)
Identify the linear divisor in form (cx−d)(cx - d)(cx−d)
Solve cx−d=0cx - d = 0cx−d=0 to get x=dcx = \frac{d}{c}x=cd
Saves time in calculations
Be careful with negative signs when substituting
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