MEDAL AND FAN! (: The equation x2 + 2y2 = 36 represents which conic section?
hyperbola, circle, parabola, or ellipse?
if the squared "x" and "y" are both positive, is an ellipse, or a circle, then again a circle is just a round ellipse
the 2s are exponents...besides the one in front of the y
well, when both are positive, doesn't matter who's in front of who it does only when one is negative, and not even then, because you could have -y + x ....
That's a circle
you guys sure its a circle?
Yeap
okay thanks (:
hmmm
hold the mayo
I think it is elipse because it make much more sense
is this what you have => x2 + 2y2 = 36? I mean or is it this => x2 + y2 = 36
Hiper is x^2/a-y^2/b=1 Ellipse x^2/a+y^2/b=1 Circle x^2+y^2=r^2
I just notice, the "y" has a coefficient of 2, not sure if it's a typo
yes the coefficient of 2 is correct
ahh, then is an ellipse
hose the "2" and you get a circle hehe
Example Graph the ellipse x2 y2 + = 1 25 16 Solution First identify a and b, remembering to take square roots. a = 5 b = 4 Next plot the vertices (-5,0), (5,0), (0,4), and (0,-4) Finally, connect the dots. The graph is shown to the right.
Yea 2(x^2/2+y^2)=36 oops
ohhh so its and ellipse not a circle?
yes
that's what I'm thinking
Yea, I thought it was a typo too lol, srry
wow that was close she almost got the wrong answer
oh okay haha its okay thanks guys (:
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