What is the axis of symmetry of the parabola given by the equation x = 3(y – 9)2 – 12?
Answer choices: x = –9 x = 9 y = –9 y = 9
PLEASE HELP ME! I need help! I have been working on this assignment for 3 hours!
Have a look here to see how expressing the equation of a parabola in vertex form gives you where the axis of symmetry lies: http://www.mathwarehouse.com/geometry/parabola/standard-and-vertex-form.php
im still really confused
the equation you are given is:\[x = 3(y – 9)^2 – 12\]if you look at that link I gave, what does this tell you about where the vertex of this parabola is?
The vertex is 9,12
9, -12
not quite, remember here the x and y coordinates have been swapped - and also pay particular attention to the signs.
But it says that where the 9 is thats h and where the -12 is thats k. So isnt 9,-12 the vertex?
Unless I read that wrong
WAIT is the axis of symmetry x=9?
the site lists the equation as:\[y=a(x-h)^2+k\]what you are given is more like:\[x=a(y-h)^2+k\]i.e. the x and y coordinates have been swapped
is it x=9!?
no y=9?
which one would you bet your house on? :)
y=9?
but truthfully neither aha
damn - I was soooo close to winning your house! :D
I got it right!?
y=9 is the correct answer :)
Can you please help me with another one!?
I have been working on this assignment for 3 hours and I have to be done in 10 minutes :(
AND THANKYOU SO MUCH!
I am doing some other work as well right now - so just post your question and I'll take a look if no one else has helped by then...
yw :)
okay thankyou!
np
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