TUTUPUU..5. Give examples of polynomials p(x), g(x),(x) and (x), which

1.	TUTUPUU..5. Give examples of polynomials p(x), g(x),(x) and (x), which satisfy the division algorithmandO deg p(x) = deg 9(2) (ii) deg g(x) = deg rx) (i) degr =0(x)
Answer» according to euclid division lemma (x)=g(x)*q(x)+r(x) , where q(x)≠0, degree of r(x)=0 or degree of r(x)<degree of g(x) (i) degree of p(x)= degree of q(x) the degree of quotient or dividend can be equal , if the divisor is a constant (degree 0) iam sorry i was not able to put whole answer the degree of quotients or dividend can be equal, if the divisor is constant

TUTUPUU..5. Give examples of polynomials p(x), g(x),(x) and (x), which satisfy the division algorithmandO deg p(x) = deg 9(2) (ii) deg g(x) = deg rx) (i) degr =0(x)

Answer»

according to euclid division lemma (x)=g(x)*q(x)+r(x) , where q(x)≠0, degree of r(x)=0 or degree of r(x)<degree of g(x)

(i) degree of p(x)= degree of q(x) the degree of quotient or dividend can be equal , if the divisor is a constant (degree 0)

iam sorry i was not able to put whole answer

the degree of quotients or dividend can be equal, if the divisor is constant