For a cylindrical shell
"E\\cdot 2\\pi r\\cdot l=\\frac{(q\/L)l}{\\epsilon_0}\\to E=\\frac{q}{2\\pi L\\epsilon_0r}"
a) "q=2\\pi L \\epsilon_0 rE=2\\cdot 3.14\\cdot 2.4\\cdot8.85\\cdot10^{-12}\\cdot0.07\\cdot36000=336\\cdot10^{-9}(C)". Answer
b) According to Gauss's theorem "E\\cdot 2\\pi r\\cdot l=\\frac{0}{\\epsilon_0}\\to E=0". Answer
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