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Unformatted text preview: 1 )( xc 2 ) Â·Â·Â· ( xc n ) where a, c 1 , c 2 , . . . , c n are complex numbers. 4. Factor the following polynomials (using complex solutions): a) f ( x ) = x 33 x 2 + 4 x b) h ( t ) = 2 t 42 t 3 + 3 t 2 5. Find a polynomial with real coeÂ±cients that has the given zeros: a)2 , 1 + 8 i, 18 i b) 3 , 4 ,6 i 6. Find a polynomial with the following properties: a) f (2) = 0 , f (2) = 0 , f (0) = 8 , degree= 2 b) f (2) = 0 , f (2) = 0 , f ( i ) = 0 , f (0) = 1 , degree= 4 7. Find the equations for the following two functions. a) b)42 2 442 2 421 1 2 3105 5...
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 Spring '08
 Hubbard
 Fundamental Theorem Of Algebra, Real Numbers, Complex Numbers, Complex number

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