Home » If sin (theta) = (frac|x||y|) and 0oo then find (frac|1||tantheta|)

If sin (theta) = (frac|x||y|) and 0oo then find (frac|1||tantheta|)

If sin (theta) = (frac{x}{y}) and 0oo then find (frac{1}{tantheta})
  • A.
    (frac{x}{sqrt{y^2 – x^2}})
  • B.
    (frac{y}{x})
  • C.
    (frac{sqrt{y^2 + x^2}}{y^2 – x^2})
  • D.
    (frac{y^2 – x^2}{x})
Correct Answer: Option D
Explanation

(frac{1}{tantheta}) = (frac{costheta}{sintheta})
sin(theta) = (frac{x}{y})
cos(theta) = (frac{sqrt{y^2 – x^2}}{y})