Solving a Quadratic Equation: Finding the Minimum

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Niaboc67
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Homework Statement


Online homework form for f(x) = (x^2 - 17x + 7)/18, with blank answer boxes for the graph type, the minimum value point and value, and the maximum on [-7, 17]; also g defined by stretching f by 36, shifting up 51 and left 5, with a box for g(x).


The Attempt at a Solution


Looks like the graph would be a parabola?
And since it's a>0 it would be upward and therefore a minimum. Not sure what that would be. Unsure how to solve the rest[/B]
 
Niaboc67 said:

Homework Statement


Online homework form with f(x) = (x^2 - 17x + 7)/18, blank answer boxes for the graph type, minimum and maximum values, and the function g(x) formed by stretching, shifting up 51 and shifting left 5.


The Attempt at a Solution


Looks like the graph would be a parabola?
And since it's a>0 it would be upward and therefore a minimum. Not sure what that would be. Unsure how to solve the rest[/B]

Nevertheless, you need to try, and to show us your work.