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What conic does the equation y^2-x^2=4 represent?

Mathematics
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  • DLS
Hyperbola.
@DLS How do you know?
I thought it would have been a circle

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Other answers:

  • DLS
\[\LARGE \frac{y^2}{4}-\frac{x^2}{4}=1\]
  • DLS
This is the general form of equation for a hyperbola.. For circle it is,(x-a)^2+(y-a)^2=1
So in order to find what it is, you divide the sides by the 4? @DLS
  • DLS
Yes,here.
Is that how you find out which conics is which? Simply divide what is whatever the number is to both sides?
  • DLS
Depends.
  • DLS
You have to observe and have an idea about all the conics.

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