Given the function f (x) = TaNx, X belongs to (0 ~ π / 2) and X1 = X2, compare the size of 1 / 2 (FX1 + FX2) and f (x1 + x2) / 2 Can we not use derivatives

Given the function f (x) = TaNx, X belongs to (0 ~ π / 2) and X1 = X2, compare the size of 1 / 2 (FX1 + FX2) and f (x1 + x2) / 2 Can we not use derivatives

x1,x2∈(0,π/2)
Let's set x1