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Write the polynomial equation of least degree that has the roots: 3i, 3i, i, and -i. Answer: (x+3i)(x-3i)(x-i)(x+i)=x^4+x^3-x^3i+9x^2+9x-9xi-9i 2)Determine if the expression 4m^m^8+m+3 is. Question: Write the polynomial equation of least degree that has the roots: 3i, 3i, i, and -i.
Write the polynomial equation of least degree that has the roots: 3i, 3i, i, and -i. Best answer.
A polynomial function of degree n is a function that can be written in the form p~x! 5 a n x n1 a n21 x Chapter 3 Polynomial and Rational Functions Write an equation for a polynomial functionF, with the same zeros asf, whose.
Show transcribed image text Write the equation of the polynomial function of the least degree with the given zeros: x = 2 x = 5i Expert Answer given zeros of the poynomial are 2,3 and 5i we can see that 5i is a complex number and this is the is root of the polynomial complex root does not comes alone,They comes always in pai.
Once we know the basics of graphing polynomial functions, we can easily find the equation of a polynomial function given its graph. To find polynomial equations from a graph, we first identify the x-intercepts so that we can determine the factors of the polynomial function.
We can also identify the sign of the leading coefficient by observing the end behavior of the function.Write a polynomial equation of least degree