A polynomial of degree n has at the mosta) (n-1)zeroes b)n zeroes c)(n

1.	A polynomial of degree n has at the mosta) (n-1)zeroes b)n zeroes c)(n+1)zeroes d)(n+2)zeros
Answer» Answer: b)n zeroes An n degree POLYNOMIAL has at the most n Zero(es). ===>> Because when we solve the polynomial EQUATION, we GET at the most n values for the unknown. Hence, the answer is n. Step-by-step explanation: ===>> A polynomial of degree n can have at most n REAL zeros. A polynomialof degree n can have ATMOST n number of zeroes. if n = 2, then the polynomial will have atmost 2 zeroes.

A polynomial of degree n has at the mosta) (n-1)zeroes b)n zeroes c)(n+1)zeroes d)(n+2)zeros

Answer»

Answer:

b)n zeroes

An n degree POLYNOMIAL has at the most n Zero(es).

===>> Because when we solve the polynomial EQUATION, we GET at the most n values for the unknown.

Hence, the answer is n.

Step-by-step explanation:

===>> A polynomial of degree n can have at most n REAL zeros. A polynomialof degree n can have ATMOST n number of zeroes. if n = 2, then the polynomial will have atmost 2 zeroes.

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A polynomial of degree n has at the mosta) (n-1)zeroes b)n zeroes c)(n+1)zeroes d)(n+2)zeros

An n degree POLYNOMIAL has at the most n Zero(es).

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