Question

Find Roots : 4x^3+16x^2-9x-36=0
sum of two of the roots =0.

Answer 1

Use the factor theorem to find the first root

Answer 2

pls use sum and product of roots properties.

Answer 3

let the two roots be \[\alpha &\]

Answer 4

Roots : p,q,r

p+q+r = -b/a
pq+qr+rp= c/a
pqr = -d/a

Answer 5

ok so a+b+c = -16/4=-4

Answer 6

as a+b=o c= -4

Answer 7

nw
(+4) is a factor of the given polynomial ryt

Answer 8

i mean (x+4)

Answer 9

no factors

Answer 10

i want it only from the sum and product

Answer 11

ok i got it

Answer 12

thanks for your efforts.

Answer 13

nw if u divide the given polynomial by (x+4) u will get a quadraitic equation de if u split de middle term u will get the odr roots

Answer 14

ok i tried to my stndrd :)

Answer 15

In which class are you studying?

Answer 16

10th

Answer 17

u?

Answer 18

just passed 10th

Answer 19

so intrmediate 1st yr?

Answer 20

cant say now
everything is new now

Answer 21

y so?

Answer 22

course seems to be very different.

Answer 23

that you have studied in 9th, was just an intorduction. In 11 its full detailed.

Answer 24

what result you got?

Answer 25

we'll get it only aftr 10th, cce ryt!