What is the graph of? Pic attached! :)
slope
scatter plot thats the slope of it though
which one is that? lol
its a slope being showen on a scatter plot
@HopelessMathStudent: do you know how to find the centre of that hyperbola? i presume you do. cause we talked about it few minutes ago. so now. find the center, find the vertices and the look for the points of the vertices which match a graph on the possible answers. :). can you do that. it's very easy to spot without calculating.
but there are variables?
you have to find the vertices of the hyperbola. there's a simple trick. if the \[x\] term of the hyperbola is positive, the hyperbola opens left and right (hope you understand. so immediately, we know our answer is either A or D. now find the vertices. you know how to do this :). and when you get the vertices. you check which of these 2 possible answers A and D, satisfies it.
D?
how did you come to D?
you said it opens left to right?
yes but there are to graphs that open left and right? A and D. now it's for you to find which is correct. But how did you reach D? did you just guess? or you worked it out.
?
I tried to work it out using the (h + a, k) and (h - a, k) lol
that's fine. so what did you get for the vertices?
wait theyre exactly the same ? are they not?
the are opposite to each other.
from (h + a, k) and (h - a, k)
Urgh I'm stuck now:/
no, you're not stuck. from the equation of that graph \[a ^{?} = 9 \] so \[a = 3\] now. we have to find the vertices which is (h + a, k) and (h - a, k). but \[h = 0\] and \[k = 0\] so what is (h + a, k) and (h - a, k)?
3,0 and -3,0
great!! now look at the 2 graphs. which graph has it's vertices at 3,0 and -3,0 ?
A!
:)
so that's your answer :). but im' sure you understand how we solve these questions :)
hahah yeah
so i'm glad ;)
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