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If siny = x sin (a+y), then dy/dx is equ...

If `siny = x sin (a+y)`, then dy/dx is equal to

A

`{sin(a+y)}/(sin a)`

B

`{sin^2(a+y)}/(sin a)`

C

`{2sin(a+y)}/(sin a)`

D

`{sin^2(a+y)}/(sin y)`

Text Solution

Verified by Experts

The correct Answer is:
B
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Knowledge Check

  • If sin y=x sin (a +y) , then (dy)/(dx)=

    A
    `( sin^2 ( a +y))/(sin a)`
    B
    ` sin (a +y)`
    C
    `sin^2 (a+y)`
    D
    ` (sin (a+ y))/( sin a)`
  • If y + sin y = cos x, then (dy)/(dx) is equal to

    A
    `- (sin x)/(1 + cos y),y = (2n + 1) pi`
    B
    `(sin x)/(1 + cos y), y ne (2n + 1) pi`
    C
    `-(sin x)/(1 + cos y), y ne (2n +1) pi`
    D
    None of the above
  • If y^x=x^y , then dy/dx is equal to

    A
    `(y-xlogy)/(x-ylogx)`
    B
    `-((y-xlogy)/(x-ylogx))`
    C
    `-y/x((y-xlogy)/(x-ylogx))`
    D
    `y/x((y-xlogy)/(x-ylogx))`
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