Comments

• you have roots of an equation and zeroes of a polynomial. F(x)/x^4=a + b/x+c/x^2+d/x^3+e/x^4 and if X=a million/x you get eX^4+dX^3+cX^2+bX+a so the roots of g(x)=0 are the reciprocals of the roots of f(x)=0.

  in Fundamental Theorem of Algebra? Comment by boros June 2021
• you have roots of an equation and zeroes of a polynomial. F(x)/x^4=a + b/x+c/x^2+d/x^3+e/x^4 and if X=a million/x you get eX^4+dX^3+cX^2+bX+a so the roots of g(x)=0 are the reciprocals of the roots of f(x)=0.

  in Fundamental Theorem of Algebra? Comment by boros June 2021
• you have roots of an equation and zeroes of a polynomial. F(x)/x^4=a + b/x+c/x^2+d/x^3+e/x^4 and if X=a million/x you get eX^4+dX^3+cX^2+bX+a so the roots of g(x)=0 are the reciprocals of the roots of f(x)=0.

  in Fundamental Theorem of Algebra? Comment by boros May 2021
• you have roots of an equation and zeroes of a polynomial. F(x)/x^4=a + b/x+c/x^2+d/x^3+e/x^4 and if X=a million/x you get eX^4+dX^3+cX^2+bX+a so the roots of g(x)=0 are the reciprocals of the roots of f(x)=0.

  in Fundamental Theorem of Algebra? Comment by boros May 2021