Question

find the zeros of polynomial
${x}^{2} + 2x + 1$
X + 1​

Answer 1

Hi friend!!

Hi friend!!Given,alfa and beta are zeroes of a quadratic polynomial x2-4x+3

Hi friend!!Given,alfa and beta are zeroes of a quadratic polynomial x2-4x+3→œ+ß=-b/a=4

x2-4x+3→œ+ß=-b/a=4→œß=c/a=3Given, 1/œ,1/ß are the x2-4x+3→œ+ß=-b/a=4→œß=c/a=3Given, 1/œ,1/ß are the zeros→1/œ+1/ß=(œ+ß)/œß=4/3

x2-4x+3→œ+ß=-b/a=4→œß=c/a=3Given, 1/œ,1/ß are the zeros→1/œ+1/ß=(œ+ß)/œß=4/3→1/œß=1/3

Hi friend!!Given,alfa and beta are zeroes of a quadratic polynomial x2-4x+3→œ+ß=-b/a=4→œß=c/a=3Given, 1/œ,1/ß are the zeros→1/œ+1/ß=(œ+ß)/œß=4/3→1/œß=1/3so, the quadratic polynomial would be

x2-4x+3→œ+ß=-b/a=4→œß=c/a=3Given, 1/œ,1/ß are the zeros→1/œ+1/ß=(œ+ß)/œß=4/3→1/œß=1/3so, the quadratic polynomial would be x²-4x/3+1/3

x2-4x+3→œ+ß=-b/a=4→œß=c/a=3Given, 1/œ,1/ß are the zeros→1/œ+1/ß=(œ+ß)/œß=4/3→1/œß=1/3so, the quadratic polynomial would be x²-4x/3+1/3I hope this will help u ;)

Answer 2

Hii ✨✨✨

On dividing : -

p(x) =x² +2x +1

f(x) = x +1

⭐ remainder =0

⭐ quotient be

⭐ g(x) = x+1

⭐ other root will be same I.e

-1

Hope it helps

Thank u ✌✌✌✌✌