Shown in the figure below is an arc of charge. The arc carries a charge density, ? that is distributed uniformly around the arc from ? = -?0 to ? = +?0. The arc has a radius R and you are to calculate the magnitude of the field at the origin. Which is the natural coordinate system to use for this integral?SphericalCartesianCylindricalR00#00RHow many dimensions should you integrate over?1O 2Determine the length element, dL = RdaDetermine the charge element, dQ = λRdaDetermine the distance, s = RDetermine the so-called, cos(a) =Determine the integrand, fcos(a) da4лkR4nksin (a)Determine the lower bound of the integral:Determine the upper bound of the integral:Determine the final result of the integration:X47kRsin (-00)24nkRXsin/ (%)24TkRX-00100sin (a)Your answer cannot be understood or graded. More Information

Given Data:The radius of the arc is R. The uniform charge density is λ.The limit of this calculation…

Answered: Shown in the figure below is an arc of…

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