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Create a response. 10 points Describe when a quadratic function would not have solutions that can be found by graphing. 45 points Explain how you could find those exact solutions. 45 points

Respuesta :

If the graph of the functions does not pass through the x axis it has no real solutions,  only complex ones.

An example would be x^2 + 5x + 11

To find  the solutions you could use the quadratic formula.

x = [-5 +/- sqrt( 5^2 - 4*1*11) ] / 2

x =  [-[5 +/- sqrt (-19) ]  / 2

 solutions are  -5/2 +1/2 (sqrt 19)i   and  -5/2 - 1/2(sqrt19)i

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