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Can you explain the answer of this question below:
Let  y be an implicit function of x defined by x2x – 2xx cot y – 1 = 0. Then y’(1) equals-
[AIEEE 2009]
  • A:
    –1
  • B:
    1
  • C:
    log 2
  • D:
    – log 2
The answer is a.
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Can you explain the answer of this question below:Let y be an implicit...
When x = 1, y = π/2(xx – cot y)2 = cosec2 yxx = cot y + |cosec y|When x = 1, y = π/2⇒ xx = cot y + cosec yDifferentiate w.r.t. to xxx(1 + ln x) = (-cosec2 y - cosec y cot y)dy/dxThe correct option is A.
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Can you explain the answer of this question below:Let y be an implicit...
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Can you explain the answer of this question below:Let y be an implicit...
A a
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Can you explain the answer of this question below:Let y be an implicit function of x defined by x2x – 2xx cot y – 1 = 0. Then y’(1) equals-[AIEEE 2009]A:–1B:1C:log 2D:– log 2The answer is a.
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