If sum of the square of zeros of the quadratic polynomial f(x)=x2-8x+k is 40 find the value of K

Reply it fast..

given x2 + y2 = 40 (x and y are zeroes of quadratic equation)

we can write (x + y)2 - 2xy = 40 ------------------  1

nw some of zeroes = x + y = -B/A = -(-8)=8

product of zeroes = xy = C/A = k

put value in equation 1

(8)2 - 2k = 40 

64 - 40 = 2k 

2k = 24

k = 12 answer

i think it will work

chill

  • 143

b2-4ac=0(Given)

(-8)2 – 4(1)(k) = 0

64-4k=0

-4k=-64

4k=64

K=64/4

K=16

  • -32

b2-4ac=40(Given)

(-8)2 – 4(1)(k) = 40

64-4k=40

-4k=-64+40

-4k=-24

4k=24

K=24/4

K=6

  • -24

 Sorry my first answer is not correct so pls don't take it

  • -12

 mega babu ur both answers are incorrect so plz recheck 

  • 4

ya thanx @ Hanut sharma for correcting me

  • -20
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