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• Identical expressions

• sqrt(x*sin(x))*(x*cos(x)/ two + sin(x)/ two)/(x*(sqrt(x*sin(x)) + one)*sin(x)) = zero
• square root of (x multiply by sinus of (x)) multiply by (x multiply by co sinus of e of (x) divide by 2 plus sinus of (x) divide by 2) divide by (x multiply by ( square root of (x multiply by sinus of (x)) plus 1) multiply by sinus of (x)) equally 0
• square root of (x multiply by sinus of (x)) multiply by (x multiply by co sinus of e of (x) divide by two plus sinus of (x) divide by two) divide by (x multiply by ( square root of (x multiply by sinus of (x)) plus one) multiply by sinus of (x)) equally zero
• √(x*sin(x))*(x*cos(x)/2 + sin(x)/2)/(x*(√(x*sin(x)) + 1)*sin(x)) = 0
• sqrt(xsin(x))(xcos(x)/2 + sin(x)/2)/(x(sqrt(xsin(x)) + 1)sin(x)) = 0
• sqrtxsinxxcosx/2 + sinx/2/xsqrtxsinx + 1sinx = 0
• sqrt(x*sin(x))*(x*cos(x) divide by 2 + sin(x) divide by 2) divide by (x*(sqrt(x*sin(x)) + 1)*sin(x)) = 0

• Similar expressions

• sqrt(x*sin(x))*(x*cos(x)/2 - sin(x)/2)/(x*(sqrt(x*sin(x)) + 1)*sin(x)) = 0
• sqrt(x*sin(x))*(x*cos(x)/2 + sin(x)/2)/(x*(sqrt(x*sin(x)) - 1)*sin(x)) = 0
• sqrt(x*sinx)*(x*cosx/2 + sinx/2)/(x*(sqrt(x*sinx) + 1)*sinx) = 0