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ConicsHyperbolaHyperbolaThe set of points which moves so that the difference of its distance from two fixed points is constantTransverse axisLine joining the focifociFixed pointsTransverse axis xTransverse axis yConjugate axisThe line containing B1 and B2AsymptotesThe diagonal lines of the rectangle whose center is the center of the curve of a hyperbola.Note: xyf1f2V1V2CTransverse axisconjugate axisasymptoteasymptoteExamples: Find the C, V, f, and transverse axisExamples: By pair. Find the equation of the hyperbola. Use your notebook.1. V (-3,0) and (3,0), b = 42. C (1,1), V(1,5), conjugate axis 6Seatwork: Notebook. Find the C, V, f, and asymptotes Homework:2. C (-2,2), f(2,2), conjugate axis 4I. Write your answer in your notebookII. Study for the quiz next meeting