Mathematics, 04.12.2020 16:50 emilyharper
The general form of a hyperbola is 9x2β5y2β54xβ10y+31=0. What is the standard form of this hyperbola?
Answers: 3
.
(1)
- Independent variable, dimensionless. 
- Dependent variable, dimensionless.
- Semiaxis lengths, dimensionless.
- Coordinates of the center, dimensionless. 
, we proceed to derive the standard form by algebraic means:
Commutative and associative properties/
Modulative, distributive and associative properties/
Perfect trinomial square/
/Commutative property
Distributive property/
/Definition of addition and subtraction.
Β Β 
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The general form of a hyperbola is 9x2β5y2β54xβ10y+31=0.
What is the standard form of this hyperbol...
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