Question

the number of polynomials having zeros 2 and 1 is​

Answer 1

Ello user !!!!!!!!!

Here is your answer,

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Infinity

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Answer 2

Answer:

One Quadratic Polynomial = x² -3x + 2

otherwise infinite

Step-by-step explanation:

the number of polynomials having zeros 2 and 1 is​

one of the polynomial having zeroes 2 & 1

f(x) = (x-2)(x-1)

= x² -2x - x + 2

= x² -3x + 2

This is quadratic polynomial having 2 & 1 as Zero

but there could be more polynomial like

(x-2)(x² -3x + 2)  , (x-1)(x² -3x + 2) , (x-1)(x-2)(x² -3x + 2)

these polynomials also have only 2 & 1 as Zero

and can be extended to any extent until degree of polynomial is not defined

So solution for Quadratic Polynomial is only one = x² -3x + 2