limx⟶0tan−1xxputx=tanθwhenx⟶0,θ⟶0∴limx⟶0tan−1xx=limθ⟶0θtanθ=limθ⟶01tanθθ=1limθ⟶0tanθθ(∵limx⟶0tanxx)
limx→0tan−1x−sin−1xx3is equal to