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  • Identical expressions

  • cos(two *x)/(x*sqrt(sin(two *x))) - sqrt(sin(two *x))/x^ two = zero
  • co sinus of e of (2 multiply by x) divide by (x multiply by square root of ( sinus of (2 multiply by x))) minus square root of ( sinus of (2 multiply by x)) divide by x squared equally 0
  • co sinus of e of (two multiply by x) divide by (x multiply by square root of ( sinus of (two multiply by x))) minus square root of ( sinus of (two multiply by x)) divide by x to the power of two equally zero
  • cos(2*x)/(x*√(sin(2*x))) - √(sin(2*x))/x^2 = 0
  • cos(2*x)/(x*sqrt(sin(2*x))) - sqrt(sin(2*x))/x2 = 0
  • cos2*x/x*sqrtsin2*x - sqrtsin2*x/x2 = 0
  • cos(2*x)/(x*sqrt(sin(2*x))) - sqrt(sin(2*x))/x² = 0
  • cos(2*x)/(x*sqrt(sin(2*x))) - sqrt(sin(2*x))/x to the power of 2 = 0
  • cos(2x)/(xsqrt(sin(2x))) - sqrt(sin(2x))/x^2 = 0
  • cos(2x)/(xsqrt(sin(2x))) - sqrt(sin(2x))/x2 = 0
  • cos2x/xsqrtsin2x - sqrtsin2x/x2 = 0
  • cos2x/xsqrtsin2x - sqrtsin2x/x^2 = 0
  • cos(2*x) divide by (x*sqrt(sin(2*x))) - sqrt(sin(2*x)) divide by x^2 = 0
  • Similar expressions

  • cos(2*x)/(x*sqrt(sin(2*x))) + sqrt(sin(2*x))/x^2 = 0

cos(2*x)/(x*sqrt(sin(2*x))) - sqrt(sin(2*x))/x^2 = 0 equation

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