If the product if zeros of the polynomial ax^2-6x-6 is 4 find the value of a
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Answered by
12
Hi,
Here is your answer !
___________________________
Given polynomial : ax² - 6x - 6
Given that,
The product of zeros = 4
constant term / coeff. of x² = 4
-6 / a = 4
- 6 = 4a
a = -6/4
=> a = -3/2
Here is your answer !
___________________________
Given polynomial : ax² - 6x - 6
Given that,
The product of zeros = 4
constant term / coeff. of x² = 4
-6 / a = 4
- 6 = 4a
a = -6/4
=> a = -3/2
Answered by
7
Hey!
________________
p(x) = ax^2 - 6x - 6
Where,
a = a
b = -6
c = -6
Product of zeroes = 4
We know,
Product of zeroes = c/a
4 = -6/a
4a = -6
a = -6/4
a = -3/2
________________
Hope it helps...!!!
________________
p(x) = ax^2 - 6x - 6
Where,
a = a
b = -6
c = -6
Product of zeroes = 4
We know,
Product of zeroes = c/a
4 = -6/a
4a = -6
a = -6/4
a = -3/2
________________
Hope it helps...!!!
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