In this study, we construct the Bézier-Baskakov-Beta type operators. We provide elements of Lipschitz type space, a direct approximation theorem by means of modulus of continuity ω ρ ℓ (ζ, t) (0 ≤ ℓ ≤ 1) and approximation rate for functions having derivatives of bounded variation. We support the theoretical parts by computer graphics.