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Find the eccentricity of the graph of ((x-2)^2/121) + ((y+6)^2/64) = 1 and of the graph of ((x-2)^2/121) - ((y+6)^2/64) = 1. Using complete sentences compare the eccentricity of the graph of an ellipse with the graph of a hyperbola.
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((x-2)^2/121) + ((y+6)^2/64) = 1 It's a horizontal ellipse as the denominator of x is larger (121 vs 64) Length of horizontal = a, where a^2 = 121 = eccentrciity ((x-2)^2/121) - ((y+6)^2/64) = 1 Distance between vertices = a, where a^2 = 64
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