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in light of the total number of complex roots for this function: h(x)=4x^4-5x^3+2x^2-x+5 how many possible complex roots are there?
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in light of the total number of roots**
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using D'moivres thm , you count the sign changes for f(x) and f(-x) f(x) --> 4 sign changes ---> 0,2,4 possible positive roots f(-x) --> 0 sign changes ---> 0 roots roots must be either positive or complex and come in pairs 0,2,4 possible complex roots
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