Question

is the product of zeros of a x square - 6 x minus 6 is 4 find the sum of its zeros

Answer 1

Answer:

Step-by-step explanation:

ax²-6x-6 = 0

αβ = 4

But, αβ = c/a

c/a = 4

-6/a = 4

a = -6/4

a = -3/2

α + β = -b/a

= -(-6) / -3/2

= 6/ -3/2

= 6 x 2 /-3

= 12/-3

= -4

Therefore, α + β = -4

So, the sum of zeroes is -4

HOPE IT HELPS YOU!!

Answer 2

Answer:No, the product of x^2-6x-6 is not 4 but it is -6.

Step-by-step explanation:

See, the product of zeroes is given by c/a.

Here a=1; b=-6; c=-6.

So putting the value we get, product of zeroes as -6.

And your second question asks us about the sum of zeroes.

The sum of zeroes is given by -b/a.

So giving the values we get -(-6)/1 = 6.

Therefore the product of zeroes is -6 and the sum of zeroes is 6.

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