Asked by Roo
                The arch that supports a highway bridge that passes over a street forms a parabola whose height above the  street  in feet can be determined using the function h(x)= -2x2+12.
a) How wide is the street?
b) Could a truck that is 10 feet tall be able to pass under the bridge?
I am abosolutely stumped on this question. Would anyone be willing to guide me?
            
        a) How wide is the street?
b) Could a truck that is 10 feet tall be able to pass under the bridge?
I am abosolutely stumped on this question. Would anyone be willing to guide me?
Answers
                    Answered by
            oobleck
            
    (a) the width of the street is the distance between the roots (where h=0)
(b) assuming a zero-width truck, check the vertex of the parabola, which is, of course, midway between the roots, at x=0
Did you at least draw the graph?
    
(b) assuming a zero-width truck, check the vertex of the parabola, which is, of course, midway between the roots, at x=0
Did you at least draw the graph?
                    Answered by
            Roo
            
    Oh! Yes, I did. I just couldn't wrap my head around the question, I guess.
How would I find the distance between the roots? Would I need to find then first?
    
How would I find the distance between the roots? Would I need to find then first?
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