medal and fan to be rewared . help me please
I'll help!
okay thanks. I need to Create a quadratic function with two real zeros @Night-Watcher
No problem, A quadratic function is a second-degree polynomial function of the form , where a, b, and c are real numbers, and Every quadratic function has a “u-shaped” graph called a parabola. Now with that said lets write this function!
okay so what would the function be? @Night-Watcher
Here's the equation for the function
Also for every equation \[ a \neq 0 \]
okay thanks could you help me with more? @Night-Watcher
This means you need to make a equation with two real roots, and when you do that you get b^2 −4ac > 0
And sure, ill help you!
okay now I have to Solve a system of non-linear equations with a graph.
@Night-Watcher
Do you have specific problems, or do you have to make them?
ill show you the set of questions
•Create a quadratic function with two real zeros. •Solve a system of non-linear equations with a graph. •Solve a system of non-linear equations with a table. •Compare linear, quadratic, and exponential growth functions using a table and a graph. Submit the graph and table. •Identify that exponential functions exceed linear and quadratic functions. @Night-Watcher
this is a math problem right
yes @teanu
you still there @Night-Watcher
yea
Do you have to write a story with this by any chance?
yes a fairy tale @Night-Watcher
Ah perfect, ive helped someone with this before!
oh gosh thats great! so you can help me with all of it right? @Night-Watcher
Yes!
Im not so sure that you can copy straight from this, but this will just give you a great idea of what your story should be like, " Along comes the Mathematical Magpie with a special gift for us today: two zeros of a mysterious quadratic quadratic equation that doesn't even exist yet! In her high, squeaky voice she asks Millie the Mole to form factors of this quadratic. Without so much as a blink, Millie takes the zeros, subtracts each from x and forms two corresponding factors that look like (x-a)(x-b). But then she feels completely at a loss regarding what to do next. But never fear, Wile E. Coyote comes along and witnesses her distress. Fortunately for Millie, Wile E. is not hungry for fresh mole meat, so he generously suggests that Millie multiply together those two binomial factors. To what end? Millie asks. To the wondrous end of creating a quadratic polynomial whose very zeros just happen to be those given. "Will wonders never cease?" queries the Mathematical Magpie."
thank you that helped a lot. I really appreciate ur help. @Night-Watcher
Any Time!
ad least I wanted to help but couldn't srry guys
Once upon a time there was a Mathematical duck. She went to the village with a special gift for us today: two zeros of an unknown quadratic equation that hasn’t even existed yet! Quacking she asks Vicky the squirrel to form factors of this quadratic formula. In a blink of a eye, Vicky takes the zeros, subtracts each from x and forms two corresponding factors that look like (x-a) (x-b). But she then forgets what to do next. But it’s a good thing, Johnny the bear comes along and witnesses her worries. Fortunately for Vicky, Johnny is not hungry for fresh squirrel meat, so he kindly suggests that Vicky multiply together those two binomial factors. To what end? Vicky asks. To the wondrous end of creating a quadratic polynomial who’s very zeros just happen to be those given. The animals of the village lived happily ever after.
is this good @Night-Watcher
Sure!
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