Math, asked by siddharthyadavgzb, 9 months ago

if alpha and beta are the zeros of quadratic polynomial x square - 6 X + a find the value of a​

Answers

Answered by arnabsaikia43
4

Step-by-step explanation:

Alpha and Beta are the two zeroes of the polynomial x square -6x +a

Relationship between the zeroes and the coefficient of a quadratic polynomial

Alpha + Beta : -b/a

Alpha * Beta : c/a

Comparing the quadratic polynomial by ax square + bx + c.

Then a will be 1

b will be 6

C will be 1.

Now we will put the values .

Alpha + Beta : -6/a

Alpha * Beta : 1/a

Answered by shanigaramsindhu
2

 \alpha  +  \beta

are the two zeroes of the polynomial

 x {2}  - 6x + a

Relationship between the zeroes and the coefficient of a quadratic polynomial

 \alpha  +  \beta  =   - b \div a \\

 \alpha  \times  \beta  = c \div a \\

comparing the quadratic polynomial by

ax2 + bx + c

Then the value of a will be 1.

the value of b will be 6.

and the value of c will be 1.

hope you that it help you.

Plz Mark it as Brainlist answer.

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