Find the zeros of the polynomial 9x^2-5√6x-4 and verify the relationship of zeros with the coefficients
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Answer:
x=root2/3;-2/3
Step-by-step explanation:
9x^2-5 root 6-4=0
9x^2-3root2x-3root2x-4=0
3x(3x-root2)+2(3x-root2)=0
3x-root2=0;3x+2=0
3x=root 2;3x=-2
x=root2/3;x=-2/3
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