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\fFind an equation for the ellipse that satisfies the given conditions. Length of major axis: 12, length of minor axis: 10, foci on x-axis, centered at the originGiven the equation of an ellipse 36 49 = 1 Find the length of the major axis /. (Enter an exact number.) 1 =\fSelect the ellipse whose glaph is must elongated. 0 an ellipse with eccentricity in 0 an ellipse with eccehtntity v.51 0 an ellipse with eccentricity 0.9 0 an ellipse with eccentricity 0.29 O can not be determined by eccenm'city \fThe graph of the equation + = 1 with a > b > 0 is an ellipse with vertices (x, y) = and (x, y) = (0, -a) and foci (0, tc), where c = So the graph of + - = 1 is an ellipse with vertices (x, y) = (larger y-value) and (x, y) = ( (smaller y-value) and foci (x, y) = ( (larger y-value) and (x, y) = ( (smaller y-value)