Question

Answer the question of the attachment​

Answer 1

Answer:

B) answer is correct

Step-by-step explanation:

please mark as brainleast

Answer 2

4.

• Option (b) is correct answer.

Because,

• Zeroes are those value of x which makes the whole equation equal to zero.

Here,

Polynomial p(x) is equal to Zero when a is put in p(x). So, a must be zero of the polynomial.

5.

Here,

• None of the Options seem Correct.

As we know,

• An algebraic expression whose variable has a non-zero & non-negative exponent is a polynomial regardless of the number of terms it contain.
• So, any expression which has one or more terms can be called a polynomial.
• Also, We have specified polynomial as

Monomial (having only one term), Binomial (having only two terms), and Trinomial(having only three terms)

We have been asked (here) that How many terms can a quadratic polynomial have.

We know,

• A polynomial may have one or more terms, so we can conclude that none of the options are correct.