Question

A cylinder of length 210 m and radius 5.50 cm carries a uniform volume charge density of p 340 nC/m3 (a) What is the total charge of the cylinder? 678.54 Use the formulas given below to calculate the electric field at a point equidistant from the ends of following radial distances from the long axis of the cylinder. (where λ-pmR2 is the charge per unit length) (b) r-2.15 cm N/C (c) 5.37 cm KN/C (d)r5.57 cm kN/C (e) r 11.6 cm N/C

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Answer #1

age: 1 гео So -12 2× 8. 854-x10 So, 2× 8.854-X10 -1 2 ) = 103,1059 χ lo N 1,031 시 49 p0ん,ん= 5.57cm [九>KJ = 104-244-8x10 느 104-2. 구48시 = 4.0427 시Page: 2 2 2 -12 2Simply use the relation ,given in the question and find out the values.

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