I need help with parabola
Do you have a specific question?
whats is your question?
There is a vertex.....The vertex is the coordinates of the max
Looks like the vertex is (2,3)
well, I think I have part of it right, but what is the point in ordered form
I just gave you the ordered pair of the point: (2,3) To find the equation you have to first find the points where x = 0, Then write it it in the form of (x - a)(x - b), then multiply it out
so (x-2)(x-3)?
Yes, that looks right
let me check
Well, unfortunately, the zeroes are not exact...But you can approximate it by using decimals...That looks like the best that can be done
ok, the problem has a maximum value? correct
Yes, of course it has a max value
and is it a maximum value because it opens down?
I have never had algebra before and I am in college level 2, I must have been crazy
the axis of symmetry is 2 but how do I write that in equation
Actually, after a closer look, I realize that it's (x-5.5)(x+1.5)
I can tutor you by the way
ok, but I still don't understand...lol I have a headache right now..lol
Let me see if I can figure this out
did you see the answers I came up with in my work sheet?
Yes, I saw that
am I close?? or on the right track, the teacher sent me comments that I ahve things wrong, do you want to see them?
For your first problem, make sure to explain why it's a max value more. You should give the point in ordered pair form for the maximum to make sure you give the x and y values. Think about the vertex question again- there is ALWAYS a vertex for a parabola, otherwise it's not a parabola. The axis of symmetry is 2, but it should be written in the form of the equation of a line. For the last part, your a bit off. Check out this website for more help
Well, I realize that the binomials could have co-efficients multiplied by them
english? lol
Yeah, you definitely need a tutor
hahahahah...
I have gotten through 3 weeks I am in my 4th and 2 left
Okay...I'm going to post an online classroom...do you have a headset?
no
Do you have a speaker and mic?
speakers no mic
Hmmmm. Hold on a minute..
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