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... be a fractional expression, i.e., a quotient of the polynomials P (z) and Q(z) such that P (z) is not divisible by Q(z). Let’s restrict to the case that the coefficients are real or complex numbers. If the distinct complex zeros of the denominator are b1 , b2 , . . . , bt with the multiplicities τ1 ...
... be a fractional expression, i.e., a quotient of the polynomials P (z) and Q(z) such that P (z) is not divisible by Q(z). Let’s restrict to the case that the coefficients are real or complex numbers. If the distinct complex zeros of the denominator are b1 , b2 , . . . , bt with the multiplicities τ1 ...
FACTORING
... Since the index is understood to be 2, a pair of 2’s can move out, a pair of x’s can move out and a pair of y’s can move out. Note, for each pair, only one shows on the outside. ...
... Since the index is understood to be 2, a pair of 2’s can move out, a pair of x’s can move out and a pair of y’s can move out. Note, for each pair, only one shows on the outside. ...
