Which function rule represents h (x) as an independent function?
f (x) = 6x2-3x-9
g (x) = 2x2+4x+8
h (x) = f (x) - g (x)
Answer Choices:
h (x) = 4x2-7x-17
h (x) = x+x
h (x) = 4x2+x+1
h (x) = x-x
h (x) = 4x2-x-1
h (x) = - 4x2+7x+17
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Home » Mathematics » Which function rule represents h (x) as an independent function? f (x) = 6x2-3x-9 g (x) = 2x2+4x+8 h (x) = f (x) - g (x) Answer Choices: h (x) = 4x2-7x-17 h (x) = x+x h (x) = 4x2+x+1 h (x) = x-x h (x) = 4x2-x-1 h (x) = - 4x2+7x+17