can anyone tell me how i can check the behavior of the equation?
which equation?
quadratic equation
Positive leading coefficient for example 2x^2 + 5x + 3, the graph opens upward. Negative leading coefficient: -2x^2 + 5x + 3, the graph opens downward.
What kind of behaviour? End behaviour?
If it was end behavior that is.
b-4ac?
You could also hire a babysitter, or use a nannycam to check it's behaviour.
b-4(a)(c) is not a quadratic, it is part of the quadratic formula.
well sqrt of that is part of the quadratic formula.
can i check behavior of equation with thi formula?
sqrt(b^2-4ac) is actually.
quadratic equations don't need babysitters. they are nice and well-behaved.
@shamil98 thanks
lol @richyw :D b^2-4ac is the discriminant of a quadratic. If b^2-4ac > 0 then the quad. equation has two real solutions/zeroes/x intercepts If b^2-4ac = 0 then the quad. equation has one solution/zero/x intercept If b^2-4ac < 0 then the quad. equation has two imaginary solutions/zeroes/x intercepts
thanks i was looking for this.......
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