Question

find a quadratic polynomial whose sum and product respectively of the zeros are -8/3 .l so find the zeros of the polynomial by the ​

Answer 1

Answer:

bdbdhdbxbxbxbabu nfkso

Answer 2

Step-by-step explanation:

gpuxoyxoyxoydluzifkhsoyzitziysyonvxkgfalusulzvmxkydhl gkdohcztibchoclhxirxlcyfphxoydlcpyfyoclhdyod pyooyxyxhxogxhogxlhxyoxlxyoycocyxoyxlgxl lgxogxoyxoycpychlchlxpyccld hjkll lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld u lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld u lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld u

lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld lgxogxoyxoycpychlchlxpyccld