Use the given zero to completely factor P(x) into linear factors. Zero: 1 + i; P(x) = x4 -8x³ + 20x²-24x + 12 ○ (x-√√3)(x + √√3)(x-(1 + i))(x - (1 - i)) O (x-3)(x+3)(x - √√√3)(x + √√3)(x + i)(x - i) O (x-(3-√√3))(x - (3+√√3))(x - (1 + i))(x - (1 - i)) O (x-(3+√√3))(x + (3 + √√3))(x − (1 + i))(x - (1 - i))

Q: If a and B are zeros of polynomial p(x) =x² – 5x +6, then find the value of a + B - 3aß.

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Q: Given P(x) = x³ + 5x? + 4x + 20. Write P in factored form (as a product of linear factors). Be sure…

A: We have to write the factored form of Px=x3+5x2+4x+20.

Q: Determine whether (2x-5) is a factor of each polynomial: C. h(x) = 2x¹ −7x³ −13x²+63x-45

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Q: Factor each polynomial and find the zeros. Then, sketch a graph using your knowledge of…

A: The given polynomial is: fx=x4-3x3+x2+3x-2 Factor the polynomial and find the zeros of the…

Q: p(x) = (9x+3)(x² -9) %3D

A: If c be a zero of the polynomial p(x) then we have p(c)=0

Q: 5) y=-x(x²-4), Y A B C 4( C( ) B( ) )

A: we have to find the behaviour

Q: Use the given zero to completely factor P(x) into linear factors. zero: 3-i; P(x) = x² - 6x³ +46x² -…

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