Graph Hyperbolas Not Centered at the Origin
- $$\frac { ( x - 3 ) ^ { 2 } } { 4 } - \frac { ( y - 1 ) ^ { 2 } } { 9 } = 1$$

question 26

Multiple Choice

Graph Hyperbolas Not Centered at the Origin
- $$\frac { ( x - 3 ) ^ { 2 } } { 4 } - \frac { ( y - 1 ) ^ { 2 } } { 9 } = 1$$

• A) Center: \(( 3,1 )\); Vertices: \(( 1,1 )\) and \(( 5,1 )\); Foci: \(( 3 - \sqrt { 13 } , 1 )\) and \(( 3 + \sqrt { 13 } , 1 )\)
• B) Center: \(( - 3 , - 1 )\); Vertices: \(( - 5 , - 1 )\) and \(( - 1 , - 1 )\); Foci: \(( - 3 - \sqrt { 13 } , - 1 )\) and \(( - 3 + \sqrt { 13 } , - 1 )\)
• C) Center: \(( 3,1 )\); Vertices: \(( 1 , - 1 )\) and \(( 5 , - 1 )\); Foci: \(( 3 - \sqrt { 13 } , - 1 )\) and \(( 3 + \sqrt { 13 } , - 1 )\)
• D) Center: \(( 3,1 )\); Vertices: \(( 2,1 )\) and \(( 6,1 )\); Foci: \(( 4 + \sqrt { 13 } , 2 )\) and \(( 2 + \sqrt { 13 } , 2 )\)

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