Find the roots of the polynomial equation. x3−2x2+10x+136=0 (1 point) Responses 3±5i, −4 3±5i, −4 3±i, 4 3±i, 4 −3±i, 4 −3±i, 4 −3±5i, −4 −3±5i, −4
The roots of the polynomial equation x^3 - 2x^2 + 10x + 136 = 0 can be found using a graphing calculator or by factoring the equation. By factoring or using a calculator, you will find the roots to be -3+5i, -3-5i, and 4. So, the roots are 3+5i, 3-5i, and 4.
Therefore, the correct response is: 3±5i, 4