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We apply the influence of higher-twist corrections to $\\frac{\\sigma_{r}}{F_{2}}(A,Q^2/s,Q^2)$ by the dimensionless variable $\\xi'_{A}=Q_{s,A}^{2}/Q^2$ in the color dipole model and obtain bounds for the ratio in the linear region. 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The results are for the EIC center-of-mass energies. We apply the influence of higher-twist corrections to $\\frac{\\sigma_{r}}{F_{2}}(A,Q^2/s,Q^2)$ by the dimensionless variable $\\xi'_{A}=Q_{s,A}^{2}/Q^2$ in the color dipole model and obtain bounds for the ratio in the linear region. 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