When the equation of an ellipse is written in the general form, we first rewrite it in standard form using completing the square. After the equation has been rewritten in the
X - -4 squared over 5 squared over our horizontal radius squared, so it's going to be 25 plus Y - 3 squared. Y minus the Y coordinate of our center. Y - 3 squared over our vertical radius squared, so B squared is going to be 16, and that is
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We find these numbers by comparing our equation with the standard form equation. Whatever number we see in place of our letters is what each respective letter equals. If our h is 3 and our k is
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