If x = √a^sin^-1 t , y = √a^cos^-1 t , show that dy/dx = -y/x

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If x = √a^sin^-1 t , y = √a^cos^-1 t , show that dy/dx = -y/x
x = root a power sin inverse t , y = root a power cos inverse t find dy/dx
Find dy/dx if x = root a power sin inverse t , y = root a power cos inverse t

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#differentiation
  1. Bitwise tutor
  2. If x = √a^sin^-1 t
  3. y = √a^cos^-1 t
  4. show that dy/dx = -y/x x = root a power sin inverse t
  5. y = root a power cos inverse t find dy/dx Find dy/dx if x = root a power sin inverse t
  6. y = root a power cos inverse t
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