Asked by saadieeraaee
                Let f(x)=ax2+bx+c be a quadratic function where a≠0. Which of the following statements is true about the relationship between the vertex of f(x) and the value of a?(1 point)
a.The vertex of f(x) is a maximum when a>0 or a<0.
b.The vertex of f(x) is a minimum when a>0. The vertex of f(x) is a maximum when a<0.
c.The vertex of f(x) is a maximum when a>0. The vertex of f(x) is a minimum when a<0.
d.The vertex of f(x) is a minimum when a>0 or a<0.
            
        a.The vertex of f(x) is a maximum when a>0 or a<0.
b.The vertex of f(x) is a minimum when a>0. The vertex of f(x) is a maximum when a<0.
c.The vertex of f(x) is a maximum when a>0. The vertex of f(x) is a minimum when a<0.
d.The vertex of f(x) is a minimum when a>0 or a<0.
Answers
                    Answered by
            saadieeraaee
            
    nvm, its B :)
    
                    Answered by
            nobody responded
            
    They did not like your question so they did not respond to your question
    
                    Answered by
            somebody
            
    somebody ask me out plz
    
                    Answered by
            Deez
            
    doing your mom
    
                    Answered by
            Vegasjuju
            
    The vertex of f(x) is a minimum when a>0. The vertex of f(x) is a maximum when a<0.
This is the right answer, Just did the test.
    
This is the right answer, Just did the test.
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