These questions are based on the given data. A polynomial can be represented in an equivalent sequence form. The polynomial p_(1)x^(k_(1))+p_(2)x^(k_(2))+p_(3)x^(k_(3))+...p_(n)x^(k_(n)) where k_(1) gt k_(2) gt k_(3)... Gt k_(n) and a_(1) ne 0" for "1leilen will be represented as the sequence (p_(1), k_(1), p_(2), k_(2), p_(3), k_(3)....p_(n), k_(n)) Also, we add, subtract, multiply as we do for corresponding polynomials. The resulting polynomial is again represented as sequence. The expression (3, 3, -10, 2, 7, 1)/(3, 2, -7, 1) equals :

These questions are based on the given data. A polynomial can be repr

1.	These questions are based on the given data. A polynomial can be represented in an equivalent sequence form. The polynomial p_(1)x^(k_(1))+p_(2)x^(k_(2))+p_(3)x^(k_(3))+...p_(n)x^(k_(n)) where k_(1) gt k_(2) gt k_(3)... Gt k_(n) and a_(1) ne 0" for "1leilen will be represented as the sequence (p_(1), k_(1), p_(2), k_(2), p_(3), k_(3)....p_(n), k_(n)) Also, we add, subtract, multiply as we do for corresponding polynomials. The resulting polynomial is again represented as sequence. The expression (3, 3, -10, 2, 7, 1)/(3, 2, -7, 1) equals :
Answer» `(1, 1, 0-1, 1)` `(1, 1, -1, 0)` `(2, 2, -2, 0)` none of these Answer :B