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The summation of series  upto infinite terms is equal to length of latus rectum of standard hyperbola with e = 2. If r is radius of director circle of its conjugate hyperbola, then r2 =
  • a)
    a
  • b)
    b
  • c)
    c
  • d)
    d
Correct answer is '2'. Can you explain this answer?
Verified Answer
The summation of seriesupto infinite terms isequal to length of latus ...
⇒ radius of director circle of conjugate hyperbola is given by
r2= b2-a2  = 2
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The summation of seriesupto infinite terms isequal to length of latus rectum of standard hyperbola with e = 2. If r is radius of director circle of its conjugate hyperbola, then r2=a)ab)bc)cd)dCorrect answer is '2'. Can you explain this answer?
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