verify the relationship between the zeros and their coefficients.
a. x² + 2√2 x-6
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Step-by-step explanation:
x2+2√2x-6
x2+(3√2-√2)x-6
x2+3√2x-√2x-6
x(x+3√2)-√2(x+3√2)
(x-√2) (x+3√2)
x-√2=0
x=0+√2
x=√2
a=√2
x+3√2=0
x=0-3√2
x=-3√2
B=-3√2
RELATIONSHIP
Sum of Zeroes : -b/a
a+B = -2√2/1
√2+(-3√2) = -2√2
√2-3√2=-2√2
-2√2=-2√2
Product of Zeroes : c/a
aB = -6/1
√2×-3√2 =-6
-6 =-6
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