Black Holes with Electric and Magnetic Charges in F(R)$F(R)$ Gravity

We construct spherically symmetric and static solutions in F ( R ) $F(R)$ gravity coupled with electromagnetic fields. The include new types of black holes electric magnetic charges. show that the higher-derivative terms make curvature singularity much softer than charged Einstein's general relativity. calculate some thermodynamical quantities obtained like entropy, Hawking radiation, quasi-local energy we confirm hole satisfy first law thermodynamics. Finally, study stability analysis using odd-type mode there are stable radial speed parity-odd is unit, is, light.