"E = E_{1}j +E_{2}Cos 45^{0}j+E_{2}Sin45^{0}(-i)"
"E =(kq_{1}\/a^{2}+kq_{2}\/2a^{2})j+(kq_{2}\/2a^{2} \\times 1\/\\sqrt{2} (-i))"
"=(\\frac{9\\times 10^{9}\\times 10\\times 10^{-6}}{0.01}+ \\frac{9 \\times 10^{9} \\times 10\\times 10^{-6}}{2(0.01)\\sqrt{2}})j" "+ (\\frac{9\\times 10^{9}\\times 10\\times 10^{-6}}{2(0.01)\\sqrt{2}})(-i)"
"(9\\times 10^{6} +3.18\\times10^{6})j+(3.18 \\times 10^{6})(-i)"
"=(3.18(-i)+12.18j)\\times 10^{6}N\/C"
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