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Model F: The straight line ???? given by the equation y = x -1 does not intersect the hyperbola whose reduced equation is ((x - 3)²)/2 - ((y - 2)²)/2 = 1 . Let ???? be the line that passes through the center of this hyperbola and is perpendicular to ????. It is correct to infer that ????: Ⓐ does not intersect the hyperbola and crosses the ordinate axis at y = 5. Ⓑ intersects the hyperbola and crosses the ordinate axis at y = 5. Ⓒ does not intersect the hyperbola and crosses the y axis = -1. Ⓓ has an intersection with the hyperbola and intersects the ordinate axis at y = -1. Ⓔ has intersection with the hyperbola and intersects the ordinate axis at y = 2. 00:00 Reading the Statement and Interpreting the Question 00:58 Obtaining the Equation of the Line s 03:22 Preliminary Analysis of Possible True Alternatives 04:24 Verification of Existence of Intersection between Line S and Hyperbola 07:11 Like, Comment and Share 08:29 End