Magnetic activity changes the gravito-acoustic modes of solar-like stars and in particular their frequencies. There is an angular-degree dependence that is believed to be caused by the nonspherical nature of the magnetic activity in the stellar convective envelope. These changes in the mode frequencies could modify the small separation of low-degree modes (i.e. frequency difference between consecutive quadrupole and radial modes), which is sensitive to the core structure and hence to the evolutionary stage of the star. Determining global stellar parameters such as the age using mode frequencies at a given moment of the magnetic activity cycle could lead to biased results. Our estimations show that in general these errors are lower than other systematic uncertainties, but in some circumstances they can be as high as 10% in age and of a few percent in mass and radius. In addition, the frequency shifts caused by the magnetic activity are also frequency dependent. In the solar case this is a smooth function that will mostly be masked by the filtering of the so-called surface effects. However the observations of other stars suggest that there is an oscillatory component with a period close to the one corresponding to the acoustic depth of the He II zone. This could give rise to a misdetermination of some global stellar parameters, such as the helium abundance. Our computations show that the uncertainties introduced by this effect are lower than the 3% level. Pérez Hernández et al. Magnetic activity and asteroseismic determinations with several missions such as CoRoT [2], Kepler [3], K2 [4], and TESS [5] hundreds of main-sequence stars and dozens of thousands red giants have been observed.For many of these solar-like stars, the fundamental parameters have been estimated using the seismic measurements. Using the so-called "global asteroseismic scaling relations" [e.g. 6, 7, 8], masses and radii are obtained with a typical precision of 10% and 5% respectively [e.g. 9]. These estimates are model-independent because they rely on three observables: the effective temperature of the star, T eff , the frequency of the maximum power where the modes are located, ν max , and the large frequency spacing, ∆ν. The observed data from the Sun and other stars are used as references. Better results can be obtained using stellar models to derive mass, radius, and also age. In the case of grid-based modeling, when fitting spectroscopic observables and global seismic parameters all together to a pre-calculated grid of models, we can reach a precision better than 3% in radius, 6% in mass, and 23% in age [10]. The improvement is even better when incorporating the information from the individual mode frequencies with systematic uncertainties of 1% in radius, 3% in mass, and 15% in age [e.g. 11, 12, 13, 14, 15, 16].The precision reached by the asteroseismic inferences when the information of the individual modes is used, is among the best for field stars. Therefore, they are particularly interesting for other research fields such as galactic-a...