Question

In a polynomial division, if degree of dividend is 5 and degree of divisor is 2 then what will be the degree of the quotient and degree of the remainder ?

Answer 1

Step-by-step explanation:

Let the required number be x.

Let the required number be x.Then,

Let the required number be x.Then,X = 15220 + 50780

Let the required number be x.Then,X = 15220 + 50780X = 66,000

Let the required number be x.Then,X = 15220 + 50780X = 66,000Hence, 66,000 is the number more than 50780 .

Let the required number be x.Then,X = 15220 + 50780X = 66,000Hence, 66,000 is the number more than 50780 .Learn more:-

Let the required number be x.Then,X = 15220 + 50780X = 66,000Hence, 66,000 is the number more than 50780 .Learn more:-We need to add up the given two numbers to get the value of x in the problem.

Let the required number be x.Then,X = 15220 + 50780X = 66,000Hence, 66,000 is the number more than 50780 .Learn more:-We need to add up the given two numbers to get the value of x in the problem.Adding up will give you the results.

Answer 2

Step-by-step explanation:

olynomial division allows for a polynomial to be written in a divisor–quotient form:

P(x)

D(x)

=Q(x)+

R(x)

D(x)

, where degree(D) < degree(P) and degree(R) < degree(D)

This rearrangement is known as the division transformation.

In this particular case R(x)=3x−3 so degree(R)=1 < degree(D)=2