This has me stumped... Consider the graph of a quadratic function, y = ax^2 +bx + c. If b^2 - 4ac < 0 then
b^2-4ac is called the discriminant. It is the radicand. If it is negative, the equation has two complex roots and does not cross the x axis. St. Johns, MI Redwings or Detroit Redwings?
then youare trying to take the \[\sqrt{-number}\]
well the quadratic equation is \[-b \pm (\sqrt{b ^{2}-4ac})/2a\]
Detroit Redwings, and I'm trying to figure out if the graph ever crosses the x-axis.
no it does not. That's what the negative radicand tells you.
and yeah ^
Oh, ok so if the radicand is positive then, it crosses the x-axis how many times?
2 If the discriminant is positive, it crosses in two places. If it is 0, it crosses (is tangent to) in one place.
Oh, thanks
What made you ask about the Redwings?
yw. (G0 REDWINGS!!)
I graduated from St. Johns High School. They are the Redwings. And I have been a Detroit Redwing fan since the age of 11.
I rooted for them when they had Gordie Howe, Ted Lindsay, Red Kelly, Bob Goldham, Sid Abel, and Terry Sawchuck in goal.
Nice, 2nd in the central
yep
And i remember that game in the Montreal Forum where there was a near riot and the game was forfeited to Detroit.
NIck Lidstrom best defense player for the Redwings, in my opinion
And I always waited for the octopus on the ice.
I would say so. But he is getting old.
he is but hey goals are goals
There you go. I don't get to see them very often because of where I now live.
where do live, well state wise?
Wait, you must be a big time fan since you know of Gordie Howe, Ted Lindsay, Red Kelly, Bob Goldham, Sid Abel, and Terry Sawchuck, those guys played 50-40 years ago.
Yep. You are correct. And they were great.
I live in Indiana
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