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108(y^2)-(81x)=0
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what can be done to such and equation
Is it a parabola, elipse, or a hyperbola
\[108y^2-81x=0\] \[108y^2=81x\] \[\frac{180}{81}y^2=x\]
well a parabola has one first order variable and one second order one, ie a y and a x^2 or (and as in this case) x and y^2
an ellipsis (or a circle) would have two variables of second order ; ie x^2 and a y^2
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a hyperbola would have a first order and a minus-first order term of the other variable or a second order variable and the negative of a second order variable ...
OHHH ok I get it
do you see how by y being the second order variable in this case that the parabola would be on its side
yes thank you
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