Final answer:
To solve the question's polynomial and exponential division, factor polynomials if possible, carry out division, and apply rules for positive exponents. This includes dividing coefficients and subtracting exponents for like bases, ensuring no negative exponents remain.
Step-by-step explanation:
The question is asking to solve an expression involving polynomials and division of exponentials. This concept involves understanding how to divide terms and applying the rules for positive exponents. In the context of this problem, polynomial division is used, and then the rules for dividing exponentials are applied, which involves dividing the coefficients and subtracting the exponents when the bases are the same.
To solve the given expression, we would normally factor the polynomials, perform the division, and make sure that all exponents are positive at the end. When dealing withthe division of exponentials (such as 106 / 103), you simply subtract the exponents (6 - 3) to get 103.
Remember that when dividing numbers with the same base, the negative exponent implies that the term is on the denominator; hence division changes the sign of the exponent.