SOLUTION: Write an equation of a hyperbola with vertices (3 - sqrt[2], 4) and (3 + sqrt[2], 4) and foci (3

SOLUTION: Write an equation of a hyperbola with vertices (3 - sqrt[2], 4) and (3 + sqrt[2], 4) and foci (3 - sqrt[10], 4) and (3 + sqrt[10], 4).

Question 423828: Write an equation of a hyperbola with vertices (3 - sqrt[2], 4) and (3 + sqrt[2], 4) and foci (3 - sqrt[10], 4) and (3 + sqrt[10], 4).
Answer by ewatrrr(24785) (Show Source): You can put this solution on YOUR website!
Standard Form of an Equation of an Hyperbola is where Pt(h,k) is a center with vertices 'a' units right and left of center.
Write an equation of a hyperbola with vertices (3 - sqrt[2], 4) and (3 + sqrt[2], 4)
and foci (3 - sqrt[10], 4) and (3 + sqrt[10], 4)
Center (3,4) a = 2 and b^2 = 8

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