Question

find the polynomial if the sum of its zeros is -6 and product of its zeros is -4​

Answer 1

k(x²-(sum of zeros)x + (product of zeroes))=0

x²-(-6)x+(-4)=0×k

x²+6x-4=0

SO THE POLYNOMIAL IS:

x²+6x-4=0

Answer 2

*:..｡o○☆ HEYA MATE !☆○o｡..:*

ANSWER :

─━━━━━━⊱✿⊰━━━━━━─

GIVEN :

The sum of zeros is -6.

The product of zeros is -4.

TO FIND:

A polynomial.

SOLUTION:

A polynomial is in form of ,,,

${x}^{2} - (sum \: of \: roots)x + (product \: of \: roots)$

x^2 - (-6) x + (-4) = x^2 +6x - 4

x^2 +6x - 4 = 0

─━━━━━━⊱✿⊰━━━━━━─

∝╬══→HOPE U LIKE IT !!♡