Finding the 1th Order Derivative of Function -(3 / pi^2) * ((1 - sigma * sqrt(L / t)) * sqrt(L * t) * sqrt(1 - (sqrt(t / L) - sigma)^2) + (1 - sigma * sqrt(L * t)) * sqrt(L / t) * sqrt(1 - (sqrt(1 / (L * t)) - sigma)^2))+(2 / pi^2) * ((1 - sigma * sqrt(L / t))^2 * t * (pi / 2 - arcsin(sqrt(t / L) - sigma)) + (1 - sigma * sqrt(L * t))^2 / t * (pi / 2 - arcsin(sqrt(1 / (L * t)) - sigma)) )+((2 / pi) * (1 - sigma * sqrt(L * t)) * (1 - sigma * sqrt(L / t)) + L / pi^2) * (pi - arcsin(sqrt(t / L) - sigma) - arcsin(sqrt(1 / (L * t)) - sigma)) on t
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