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10-2 Hyperbolas

10-2 Hyperbolas . Graph information to Equation (going the other direction). (h,k). It’s the same process as before -How wonderful!! You need the center, a and b, right? Does this change with a happy/sad? So, how can we be given this information?. Center. You could be given The center

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10-2 Hyperbolas

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  1. 10-2 Hyperbolas Graph information to Equation (going the other direction)

  2. (h,k) It’s the same process as before -How wonderful!! You need the center, a and b, right? Does this change with a happy/sad? So, how can we be given this information?

  3. Center You could be given • The center • Tranverse Axis (TA) endpoints • Foci Why?

  4. a You could be given • Tranverse Axis (TA) endpoints • Tranverse Axis Length • Foci and asymptote information Why?

  5. b You could be given • Foci and Tranverse axis information • Foci and asymptote information • Tranverse axis information and asymptote information Why?

  6. Don’t forget! You still need the orientation!! I would again suggest doing a quick little sketch to see the orientation. A vertical traverse axis is a A horizontal traverse axis is a Happy/sad Tree Trunk

  7. Examples • Center (1, 3); TA ep (1, 7); Focus (1, -2) 2. TA eps (3, -3), (-5, -3); slope of asymptotes • Foci (1, 0), (31, 0); slope of asymptotes

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