PLEASE help. state the value of the discriminant and then describe the nature of the solutions to -16x^2-7x+11=0
discriminant =b^2-4ac
got it?
@tholland
if b^2-4ac>0 then two real solutions if b^2-4ac=0 then one real solution if b^2-4ac<0 then no real solution
so it has two real solutions? two imaginary solutions, or one real solution? the question is confusing to me
what value do you get for the discriminant?
b^2-4ac
thats not the value, that is a general formula; fill in the specific from the equation given to find the value
then i am not sure how to get the value
have you studied the material that this quiz is about?
the general setup of the quadratic equation is of the form ax^2 +bx + c; use the equation given to determine that specific values for a b and c
-16 x^2 -7 x + 11 a x^2 +b x + c use the equation given to define the values of a b and c ...
another way to learn about the discriminant and the roots (aka solutions) is to look at the graph of your equation |dw:1344699457609:dw| if the graph of the equation crosses in 2 places on the x axis it has 2 solutions |dw:1344699511582:dw| if the graph of the equation crosses in 1 place on the x axis it has 1 solution |dw:1344699556457:dw| if the graph of the equation does not cross the x axis then it has no solution or aka complex solution before graphing calculators were invented, mathematicians used the discriminant to figure out how many solutions a quadratic has without graphing it or solving for the roots
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