According to the Gauss's law, "\\Phi_E = \\dfrac{Q}{\\varepsilon_0}" - the net electric flux through any hypothetical closed surface is equal to "\\dfrac{1}{\\varepsilon _0}" times the net electric charge within that closed surface. If we chose the closed surface as marked with the thin line inside the insulating spere on the figure:
then the net electric charge within that surface is zero. Thus, the electric flux (and hence magnitude of the electric field) at R/2 from center is also 0.
Answer. E = 0 V/m.
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