Question

When a quadratic polynomial divided to linear polynomial then degree of quotient is

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Answer 1

When a quadratic polynomial divided to linear polynomial then degree of quotient is linear polynomial

Step-by-step explanation:

When a quadratic polynomial divided to linear polynomial then degree of quotient is linear polynomial

For :

• Quadratic polynomial is of the form $ax^2+bx+c=0$
• And its degree is 2
• Linear polynomial is of the form x+a and its degree is 1

• If we divide the quadratic polynomial by linear polynomial the degree must be reduced to 1

Hence we get only a linear polynomial of degree 1

Therefore When a quadratic polynomial divided to linear polynomial then degree of quotient is linear polynomial

Answer 2

Answer:

linear polynomial

hope it will help you