Question 747682
(Hi... I'm Dannielle. 8th grade student taking Algebra1) I'm confused... on a preparation packet that's 10% of my grade... Lovely isn't it? Yet another thing my Algebra1 teacher never got the chance to teach. The question says: 
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"A function of g is described : g(x)=(x-3)^2 +6... The domain of g is all real numbers greater than 0. The range of g is all real numbers greater than or equal to - A.) 9, B.) 6, C.) 3, D.) -3... "
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Answer: (x-3)^2 can never be negative.  It's smallest value is zero;
that occurs when x = 3
So the Domain is "All Real Numbers >= 3".

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 Okay... correct me if I'm wrong, but does g(x) mean basically the same thing as the f(x) but the function is just labeled g instead of f? Yes? No? 
Answer: Yes
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Cheers,
Stan H.
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