Write the word or phrase that best completes each statement or answers the question.
-It can be shown that a hyperbola with center at the origin, foci at and , and equation has equation . Use this result to find an equation of a hyperbola with center at the origin, foci at and , and absolute value of the distances from any point of the hyperbola to the two foci equal to 6 .
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Correct Answer:
Verified
Q150: Solve the problem.
-A nuclear cooling tower
Q151: Write an equation for the hyperbola.
-center
Q152: Write an equation for the hyperbola.
-vertices
Q153: Write an equation for the hyperbola.
-vertices
Q154: Write an equation for the hyperbola.
-
Q156: Solve the problem.
-The roof of a
Q157: Solve the problem.
-The roof of a
Q158: Write an equation for the hyperbola.
-foci
Q159: Solve the problem.
-For a hyperbolic mirror
Q160: Solve the problem.
-A comet follows the
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