Question

Form
a
quadratic polynomial the
sum and
product
of whoseo zeroes are
(-3)
respectively.
and
2
​

Answer 1

Answer:

Hey!!!

As promised I am here to help you

_____________

let the sum of zeros be S and product be P

ATQ,

=> S = -3

=> P = 2

Required Polynomial = k(x² - Sx + P)

where k is any real number

=> k(x² + 3x + 2) <<<< Answer

Thus the required Quadratic Polynomial is x² + 3x + 2

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Answer 2

Step-by-step explanation:

by applying formula

k[x²-(sum of zero)X +(product of zero)]

sum of zero= -3

product of zero=2

by putting the value in formula

k[x²-(-3)x+2]

k[x²+3x+2]

we uses k for cancelling any denominator if there is no denominator we will simply put 1 in place of k and multiple all the expression with 1

1[x²+3x+2]

x²+3x+2

req polynomial =x²+3x+2