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2-24. The relationship between the foci 2-29. The focal chord of and directrices of a hyperbola 25 = 1 is with respect to the origin

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2-24. The relationship between the foci 2-29. The focal chord of and directrices of a hyperbola 25 = 1 is with respect to the origin as the 1. 3 3/5 center of symmetry is that 2. -21/5 3. 50/3 1. each focus is nearer the origin 4. -16 2/3 than its corresponding directrix 2-30. What are the asymptotes of 2. the focal axis is parallel to x2 v 2 = each directrix at the origin 64 - 49 (3. each directrix is coincident - .asfanbros ialog ec ense oviyale with its corresponding focus 1. y = + 7x ovaup a at the origin OURT 4. each focus is farther away from 2. 8x + 7y = 0 the origin than its correspond- ing directrix im s da 3. Both 1 and 2 above numixon s 28 $ 30 mumixsm s Sorats gs 4. x = + ly 8 of Inslavlupe 81 2-25. The lines y = - 2x and y = a 2-31. 9x + 4y - 18x + 16y - 11 = 0 used in tracing a hyperbola are is an equation of called s of dnopnea and It SA-S ecole egs Mini he and (y x)9 dalog 1. a parabola ended 1. asymptotes . shoprad eins 2. a hyperbola 2. diagonals . istop.basgisd 3. an ellipse 3. center lines 4. a circle 4. directrices's evrop ant atxs X only .5 Learning Objective : 2

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