"\\bold E=\\bold E_1+\\bold E_2+\\bold E_3"
"E_1=k\\frac{q}{1.22^2}=9\\cdot10^9\\cdot \\frac{5.25\\cdot10^{-6}}{1.22^2}=31745(V\/m)"
"E_3=k\\frac{q}{1.22^2}=9\\cdot10^9\\cdot \\frac{5.25\\cdot10^{-6}}{1.22^2}=31745(V\/m)"
"E_2=k\\frac{q}{(1.22\\cdot\\sqrt2)^2}=9\\cdot10^9\\cdot \\frac{5.25\\cdot10^{-6}}{(1.22\\cdot\\sqrt2)^2}=15963(V\/m)"
So,
"E=31745\\cdot \\cos45\u00b0+31745\\cdot \\cos45\u00b0+15963=60857(V\/m)"
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