SOLUTION: Find a fourth degree polynimial functionwith real coefficents that has -1,1and 3i as zeros, for simplicity let a=1(leading coefficent).Express the polynomial in standard form
Algebra ->
Polynomials-and-rational-expressions
-> SOLUTION: Find a fourth degree polynimial functionwith real coefficents that has -1,1and 3i as zeros, for simplicity let a=1(leading coefficent).Express the polynomial in standard form
Log On
Question 200009: Find a fourth degree polynimial functionwith real coefficents that has -1,1and 3i as zeros, for simplicity let a=1(leading coefficent).Express the polynomial in standard form Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! Find a fourth degree polynimial functionwith real coefficents that has -1,1and 3i as zeros, for simplicity let a=1(leading coefficent).Express the polynomial in standard form
---------------
The 4th zero will be -3i, they come in pairs.
It's (x-1)*(x+1)*(x+3i)*(x-3i) = 0