Mathematics, 28.10.2019 22:31 Student005

Let f(0,5) and , −5) be the foci of a hyperbola. let the points p(x, y) on the hyperbola satisfy either
pf − pg = 6 or pg− pf = 6. use the distance formula to derive an equation for this hyperbola, writing your
answer in the form
x2 / a2 − y2 / b2 = 1.

Answers: 1

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Let f(0,5) and , −5) be the foci of a hyperbola. let the points p(x, y) on the hyperbola satisfy either pf − pg = 6 or pg− pf = 6. use the distance formula to derive an equation for this hyperbola, writing your answer in the form x2 / a2 − y2 / b2 = 1.

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Let f(0,5) and , −5) be the foci of a hyperbola. let the points p(x, y) on the hyperbola satisfy either
pf − pg = 6 or pg− pf = 6. use the distance formula to derive an equation for this hyperbola, writing your
answer in the form
x2 / a2 − y2 / b2 = 1.