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zarkam21 (zarkam21):
OpenStudy (mathmate):
Hint:
If vertex of a parabola is at (h,k), then it's equation is
\(y=a(x-h)^2+k\)
a is a constant to be determined.
h=x-coord. of vertex
k=y-coord. of vertex
zarkam21 (zarkam21):
3.5=a(7-6)^2+1.5
OpenStudy (mathmate):
Exactly. So you found it! :)
zarkam21 (zarkam21):
Oh wow thanks!!!!
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OpenStudy (mathmate):
You did a good job! Well done!
You're welcome!
zarkam21 (zarkam21):
C right?
zarkam21 (zarkam21):
Because 1^2 is 1
OpenStudy (mathmate):
I don't work with letter choices.
But you need to match h and k with the given choices.
zarkam21 (zarkam21):
Oh okay so match h and k
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OpenStudy (mathmate):
@zarkam21
Do you know what values of h and k (coordinates of the vertex) are?
OpenStudy (mathmate):
Look at the vertex of the diagram and tell me the coordinates of the vertex, please.
zarkam21 (zarkam21):
H=6
K=1.5
X=7
Y=3.5
zarkam21 (zarkam21):
@mathmate Ufhm, you're disappearing on me now, how could you Haha =)
OpenStudy (mathmate):
Sorry, I usually go around my questions, and if there is no response, then I have to go and continue my other chores! lol
Good, you would need 7 and 3.5 to find that a=2.
However, you could also have identified the choice of answer by h and k alone.
Which one do you think fits h=6 and k=1.5?
Compare the equation y=a(x-h)+k with each of the choices.
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