How many polynomials are there exactly 4 & -2 as zeros

1.	How many polynomials are there exactly 4 & -2 as zeros
Answer» Answer: Polynomials are there having 4 and -2 as zeroes. To FIND: How MANY polynomials are there? Solution: If the zeros of a polynomial are given then it forms only one polynomial Step-by-step EXPLANATION:Answer: The required polynomial is Step-by-step explanation: Given: Polynomials are there having 4 and -2 as zeroes. To find: How many polynomials are there? Solution : If the zeros of a polynomial are given then it forms only one polynomial. The zeroes of the polynomial are 4 and -2 Let x is the variable so Factors are (x-4)(x+2) Now, we MULTIPLY the factors to get polynomial. The required polynomial is which has zeros 4 and -2.

Answer»

Answer: Polynomials are there having 4 and -2 as zeroes. To FIND: How MANY polynomials are there? Solution: If the zeros of a polynomial are given then it forms only one polynomial

Step-by-step EXPLANATION:Answer:

The required polynomial is

Step-by-step explanation:

Given: Polynomials are there having 4 and -2 as zeroes.

To find: How many polynomials are there?

Solution :

If the zeros of a polynomial are given then it forms only one polynomial.

The zeroes of the polynomial are 4 and -2

Let x is the variable so

Factors are (x-4)(x+2)

Now, we MULTIPLY the factors to get polynomial.

The required polynomial is which has zeros 4 and -2.

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