Question

find the
the value
of k such
that the
P polynomial x² - (k+6)x+ 2 (24-1)
has
sum its zeroes
equal to
half
their product
sum
of
.
o​

Answer 1

Answer:

-29

Step-by-step explanation:

we have to know that sum of zeroes of a quadratic polynomial is negative of (coefficient of x

/coefficient of x^2)

Product of zeroes is the constant term/coefficient of x^2

Frame the required equations

-(k+6)/1=a/2 PRODUCT OF ZEROES LETS SAY IS a

46/1=a

after solving the equations we get k=-29