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What's the difference between graphing y= 3x^2+2x and y^2= 3x^2+2x ?
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The first is a simple parabola, and the second is a hyperbola due to the y squared giving two separate values for each input. I hope this helps somewhat.
Could you do the steps involved in graphing y^2=3x+2? (Symmetry, Intercepts,etc.)
Wait...is graphing y^2= 3x^2+2x the same as graphing a hyperbola? I'm confused
Calculus? Y-int are found by plugging in 0 for x X-int are found by plugging in 0 for y. If it is calc then you need to find the max, min, inflection points, etc..
It's for analytic geometry. We can't use derivatives >_<
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