n*sin(pi/n^ three)^ two *Abs(sin(pi/(one + n)^ three)^(- two))/(one + n)
n multiply by sinus of ( Pi divide by n cubed ) squared multiply by Abs( sinus of ( Pi divide by (1 plus n) cubed ) to the power of ( minus 2)) divide by (1 plus n)
n multiply by sinus of ( Pi divide by n to the power of three) to the power of two multiply by Abs( sinus of ( Pi divide by (one plus n) to the power of three) to the power of ( minus two)) divide by (one plus n)
n*sin(pi/n3)2*Abs(sin(pi/(1 + n)3)(-2))/(1 + n)
n*sinpi/n32*Abssinpi/1 + n3-2/1 + n
n*sin(pi/n³)²*Abs(sin(pi/(1 + n)³)^(-2))/(1 + n)
n*sin(pi/n to the power of 3) to the power of 2*Abs(sin(pi/(1 + n) to the power of 3) to the power of (-2))/(1 + n)
nsin(pi/n^3)^2Abs(sin(pi/(1 + n)^3)^(-2))/(1 + n)
nsin(pi/n3)2Abs(sin(pi/(1 + n)3)(-2))/(1 + n)
nsinpi/n32Abssinpi/1 + n3-2/1 + n
nsinpi/n^3^2Abssinpi/1 + n^3^-2/1 + n
n*sin(pi divide by n^3)^2*Abs(sin(pi divide by (1 + n)^3)^(-2)) divide by (1 + n)
