HELP PLEASE WILL MEDAL AND FAN A quadratic equation can be written in vertex form or in standard form. Sometimes one form is more beneficial than the other. Identify which form would be more helpful if you needed to do each task listed below and explain why a. factor the equation b. graph the parabola c. identify the vertex minimum or maximum of the parabola d. solve the equation using the quadratic formula
@3mar
Well, I am here.
Hello. Can you help me with this?
Tell me What did you get?
I was thinking vertex form for letter c of course but it's hard for me to put the rest of the reasons into words
Of course. With my pleasure!
what for a?
It's basically asking which form can help get all of those
I know I want: What did you pick?
Vertex
Look!
When you want to factor this equation, is it easy to take it at that form: \[x^2+x+\] or at this form: \[(x+3)(x+2)=0\]???
The second form
Great! and the second form called: ???
Standard...??
No...vertex form
Oh >.< Sorry
So sorry the vertex form is like that: \[y=a(x+b)^2+c.....no.....y=(x+a)(x+b)\]
Oh yes. So that makes it easier for factoring
What about graphing?
So vertex makes graphing easier by finding the exact plots?
Correct!
Now I just need to know c and d
and for a. factor the equation : it the standard form as it is easy to factor that vertex form
Right, C?
What do you think?
for graphing: the vertex of course, because it is easy to determine the head of the graph and axis of symmetry ...
Since i can find the exact points in graphing I would fine my minimum and max that way too?
and you can find them also from the quadratic equation also, but what form do you think it is easier ?
Vertex
why?
because since it's easier factoring I could find my solution easier?
are we talking about D?
Yes
do you know how to solve it using the quadratic formula?
do you know the quadratic formula?
Yes
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