In this paper, we discussed the possible effects of dark matter on a Schwarzschild black hole with EUP correction such as the parameter α and the large fundamental length scale L * . In particular, we surrounded the EUP black hole of mass m with a static spherical shell of dark matter described the parameters mass M , inner radius rs, and thickness ∆rs. Considering only the case where the EUP event horizon coincides rs, the study finds that there is no deviation in the event horizon, which readily implies that the black hole temperature due to the Hawking radiation is independent any dark matter concentration. In addition, we explored the deviations in the ISCO radius of time-like particles, photonsphere, shadow radius, and weak deflection angle. While the ISCO radius increases with decreasing value of L * , dark matter further enhances the increase in the ISCO radius. The ISCO radius is also sensitive to deviation even at very low dark matter concentration. The photonsphere is found to decrease in radius, while the reverse behavior happens to the shadow radius. Using the analytic expression for the shadow radius and the approximation ∆rs >> rs, it is revealed that L * should not be any lower than 2m. To broaden the scope of this study, we also calculated the analytic expression for the weak deflection angle using the Ishihara et al. method [1] to improve the dark matter estimate found via shadow radius. As a result, the estimate improved by a factor of (1 + 4αm 2 /L 2 * ) due to the EUP correction parameters. The estimates for the shadow radius and weak deflection angle are compared using the estimated values of galactic mass, and the mass of the SMBH at the center of Sgr A* and M87 galaxies. The study found out that the analytical estimates are not satisfied in these galaxies, which indicates that the notable deviation due to dark matter is only evident and considerable if the dark matter distribution is near the supermassive black hole.